MIME-Version: 1.0
Content-Type: multipart/related; boundary="----=_NextPart_01C62C0A.2B4316F0"

This document is a Single File Web Page, also known as a Web Archive file.  If you are seeing this message, your browser or editor doesn't support Web Archive files.  Please download a browser that supports Web Archive, such as Microsoft Internet Explorer.

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link rel=3DFile-List href=3D"RE11Ch5Mathematics_files/filelist.xml">
<link rel=3DPreview href=3D"RE11Ch5Mathematics_files/preview.wmf">
<link rel=3DEdit-Time-Data href=3D"RE11Ch5Mathematics_files/editdata.mso">
<title>PowerPoint Presentation</title>
<!--[if gte mso 9]><xml>
 <o:DocumentProperties>
  <o:Author>P AND D GROGAN</o:Author>
  <o:Template>C:\Program Files\Microsoft Office\Templates\Presentation Desi=
gns\Factory.pot</o:Template>
  <o:LastAuthor>Vincent J. De Luca </o:LastAuthor>
  <o:Revision>29</o:Revision>
  <o:TotalTime>682</o:TotalTime>
  <o:Created>2000-03-14T23:43:43Z</o:Created>
  <o:LastSaved>2006-02-08T01:16:01Z</o:LastSaved>
  <o:Words>473</o:Words>
  <o:PresentationFormat>On-screen Show</o:PresentationFormat>
  <o:Bytes>980251</o:Bytes>
  <o:Paragraphs>121</o:Paragraphs>
  <o:Slides>17</o:Slides>
  <o:Notes>1</o:Notes>
  <o:MultimediaClips>1</o:MultimediaClips>
  <o:Version>11.6360</o:Version>
 </o:DocumentProperties>
 <o:OfficeDocumentSettings>
  <o:PixelsPerInch>80</o:PixelsPerInch>
 </o:OfficeDocumentSettings>
</xml><![endif]-->
<link rel=3DPresentation-XML href=3D"RE11Ch5Mathematics_files/pres.xml">
<meta name=3DDescription content=3D"2/7/2006">
<meta http-equiv=3Dexpires content=3D0>
<![if !ppt]><script>
<!--
	var ver =3D 0, appVer =3D navigator.appVersion, msie =3D appVer.indexOf( "=
MSIE " )
	var msieWin31 =3D (appVer.indexOf( "Windows 3.1" ) >=3D 0), isMac =3D (app=
Ver.indexOf("Macintosh") >=3D 0)
	if( msie >=3D 0 )
		ver =3D parseFloat( appVer.substring( msie+5, appVer.indexOf ( ";", msie =
) ) )
	else
		ver =3D parseInt( appVer )

	browserSupported=3D0
	if( !isMac && ver >=3D 4 && msie >=3D 0 ) {
		browserSupported=3D1
		window.location.replace( 'RE11Ch5Mathematics_files/frame.htm'+document.lo=
cation.hash )
	}	=09
//-->
</script><![endif]>
</head>

<body>
<script><!--

if( browserSupported )
	document.writeln('<div style=3D"visibility:hidden">');

//--></script><font face=3DArial size=3D2><b>

<p>This presentation contains content that your browser may not be able to =
show
properly. This presentation was optimized for more recent versions of Micro=
soft
Internet Explorer.</p>

<p>If you would like to proceed anyway, click <a
href=3D"RE11Ch5Mathematics_files/frame.htm">here</a>.</p>

</b></font><script><!--

if( browserSupported )
	document.writeln('</div>');

//--></script>
</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/master06.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\master06.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DRobots content=3DNoIndex>
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<![if !ppt]><script src=3Dscript.js></script>
<script>
<!--
	parent.location.href=3Ddocument.all.item("Main-File").href
//-->
</script>
<![endif]>
</head>

<body>

<div v:shape=3D"_x0000_m47115" class=3DT>Click to edit Master title style</=
div>

<div v:shape=3D"_x0000_m47116">

<div class=3DB>Click to edit Master text styles&#13;</div>

<div class=3DB1>Second level&#13;</div>

<div class=3DB2>Third level&#13;</div>

<div class=3DB3>Fourth level&#13;</div>

<div class=3DB4>Fifth level</div>

</div>

<div v:shape=3D"_x0000_s47117" class=3DO><span lang=3DEN-US style=3D'font-f=
amily:Arial;
font-size:58%;color:#EBD189;mso-color-index:3;mso-field-code:meta0'>&#8249;=
date/time&#8250;</span><span
style=3D'font-family:Arial;font-size:58%;color:#EBD189;mso-color-index:3;
mso-special-format:lastCR'>&#13;</span></div>

<div v:shape=3D"_x0000_s47118" class=3DO style=3D'text-align:center'><span
style=3D'font-family:Arial;font-size:58%;color:#EBD189;mso-color-index:3;
mso-field-code:meta15'>&#8249;footer&#8250;</span><span style=3D'font-famil=
y:
Arial;font-size:58%;color:#EBD189;mso-color-index:3;mso-special-format:last=
CR'>&#13;</span></div>

<div v:shape=3D"_x0000_s47119" class=3DO style=3D'text-align:right'><span
style=3D'font-family:Arial;font-size:58%;color:#EBD189;mso-color-index:3;
mso-field-code:meta16'>&#8249;#&#8250;</span><span style=3D'font-family:Ari=
al;
font-size:58%;color:#EBD189;mso-color-index:3;mso-special-format:lastCR'>&#=
13;</span></div>

</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/master06.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"

<xml xmlns:v=3D"urn:schemas-microsoft-com:vml"
 xmlns:o=3D"urn:schemas-microsoft-com:office:office"
 xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
 xmlns:oa=3D"urn:schemas-microsoft-com:office:activation">
 <o:shapelayout v:ext=3D"edit">
  <o:idmap v:ext=3D"edit" data=3D"44,46"/>
 </o:shapelayout><p:colorscheme
  colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33=
"/>
 <v:background id=3D"_x0000_s47105" o:bwmode=3D"white" fillcolor=3D"#00007a=
 [0]"
  o:targetscreensize=3D"800,600">
  <v:fill color2=3D"#000054 [2]" focus=3D"-50%" type=3D"gradient"/>
 </v:background><p:shaperange id=3D"_x0000_s47106">
  <v:shape id=3D"_x0000_s47106" style=3D'position:absolute;left:-.875pt;top=
:144.625pt;
   width:178.625pt;height:213.375pt;mso-wrap-style:none;v-text-anchor:middl=
e'
   coordsize=3D"1429,1707" o:bwmode=3D"undrawn" path=3D"m808,283l673,252,65=
4,,488,13,476,252,365,290,206,86,95,148,200,376r-74,74l,423r,850l101,1226r8=
0,80l70,1509r105,87l365,1411r111,37l501,1700r166,7l685,1442r141,-37l993,159=
0r110,-68l993,1300r74,-93l1288,1312r67,-116l1153,1047r24,-129l1429,894r-6,-=
130l1171,727r-25,-98l1349,487,1282,370r-228,92l980,388,1097,173,986,105,808=
,283xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#555bad [5]" angle=3D"-90" type=3D"gradient"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><v:shape id=3D"_x0000_s47107" style=3D'position:absolute;left:8=
.5pt;
   top:1.25pt;width:66pt;height:62pt;mso-wrap-style:none;v-text-anchor:midd=
le'
   coordsize=3D"528,496" o:bwmode=3D"undrawn" path=3D"m335,56l293,46,288,,2=
38,r-6,46l198,58,146,,114,14r33,70l124,107,50,81,32,109r58,50l80,197,2,202,=
,244r80,12l88,292,29,345r21,33l116,347r25,25l107,435r32,27l198,404r34,12l24=
0,494r52,2l297,414r44,-11l393,460r34,-21l393,370r23,-29l484,374r21,-36l442,=
292r8,-40l528,244r-2,-40l448,193r-8,-31l503,119,482,82r-70,29l389,88,425,21=
,391,,335,56xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#fcab40 [4]" angle=3D"-135" type=3D"gradient"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><v:shape id=3D"_x0000_s47108" style=3D'position:absolute;left:9=
3.875pt;
   top:27.875pt;width:178.5pt;height:178.75pt;mso-wrap-style:none;
   v-text-anchor:middle' coordsize=3D"2312,2313" o:bwmode=3D"undrawn" path=
=3D"m1469,384l1285,342,1260,,1035,17r-17,325l868,393,651,117,501,201,643,50=
9,543,610,217,493,142,618,392,835r-41,167l8,1027,,1211r351,50l384,1419,125,=
1653r92,142l509,1661r109,109l467,2045r142,117l868,1912r150,50l1052,2304r225=
,9l1302,1954r192,-50l1720,2154r150,-92l1720,1762r100,-126l2120,1778r92,-158=
l1937,1419r33,-175l2312,1211r-8,-176l1962,985,1928,852,2204,660,2112,501,18=
03,626,1703,526,1861,234,1711,142,1469,384xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#000054 [2]" angle=3D"-45" type=3D"gradient"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><v:shape id=3D"_x0000_s47109" style=3D'position:absolute;left:1=
99.375pt;
   top:100pt;width:289pt;height:289.125pt;mso-wrap-style:none;v-text-anchor=
:middle'
   coordsize=3D"2312,2313" o:bwmode=3D"undrawn" path=3D"m1469,384l1285,342,=
1260,,1035,17r-17,325l868,393,651,117,501,201,643,509,543,610,217,493,142,6=
18,392,835r-41,167l8,1027,,1211r351,50l384,1419,125,1653r92,142l509,1661r10=
9,109l467,2045r142,117l868,1912r150,50l1052,2304r225,9l1302,1954r192,-50l17=
20,2154r150,-92l1720,1762r100,-126l2120,1778r92,-158l1937,1419r33,-175l2312=
,1211r-8,-176l1962,985,1928,852,2204,660,2112,501,1803,626,1703,526,1861,23=
4,1711,142,1469,384xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#000054 [2]" angle=3D"-135" focus=3D"100%" type=3D"gra=
dient"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><v:shape id=3D"_x0000_s47110" style=3D'position:absolute;left:.=
25pt;
   top:377.75pt;width:269.125pt;height:165.125pt;mso-wrap-style:none;
   v-text-anchor:middle' coordsize=3D"2153,1321" o:bwmode=3D"undrawn" path=
=3D"m1368,358l1197,318,1173,,964,16,948,318,808,366,606,109,467,187,599,474=
r-93,94l202,459,132,576,365,778,327,933,7,956,,1128r327,46l358,1321r1446,l1=
835,1158r318,-30l2146,964,1827,917,1795,793,2052,615,1967,467,1679,583r-93,=
-93l1733,218,1593,132,1368,358xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill opacity=3D".5"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><v:shape id=3D"_x0000_s47111" style=3D'position:absolute;left:3=
53.875pt;
   top:348.5pt;width:178.25pt;height:178.25pt;mso-wrap-style:none;
   v-text-anchor:middle' coordsize=3D"2312,2313" o:bwmode=3D"undrawn" path=
=3D"m1469,384l1285,342,1260,,1035,17r-17,325l868,393,651,117,501,201,643,50=
9,543,610,217,493,142,618,392,835r-41,167l8,1027,,1211r351,50l384,1419,125,=
1653r92,142l509,1661r109,109l467,2045r142,117l868,1912r150,50l1052,2304r225=
,9l1302,1954r192,-50l1720,2154r150,-92l1720,1762r100,-126l2120,1778r92,-158=
l1937,1419r33,-175l2312,1211r-8,-176l1962,985,1928,852,2204,660,2112,501,18=
03,626,1703,526,1861,234,1711,142,1469,384xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#000054 [2]" angle=3D"-135" type=3D"gradient"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><v:shape id=3D"_x0000_s47112" style=3D'position:absolute;left:4=
44.625pt;
   top:38.375pt;width:230.625pt;height:230.75pt;mso-wrap-style:none;
   v-text-anchor:middle' coordsize=3D"2312,2313" o:bwmode=3D"undrawn" path=
=3D"m1469,384l1285,342,1260,,1035,17r-17,325l868,393,651,117,501,201,643,50=
9,543,610,217,493,142,618,392,835r-41,167l8,1027,,1211r351,50l384,1419,125,=
1653r92,142l509,1661r109,109l467,2045r142,117l868,1912r150,50l1052,2304r225=
,9l1302,1954r192,-50l1720,2154r150,-92l1720,1762r100,-126l2120,1778r92,-158=
l1937,1419r33,-175l2312,1211r-8,-176l1962,985,1928,852,2204,660,2112,501,18=
03,626,1703,526,1861,234,1711,142,1469,384xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#000054 [2]" angle=3D"-135" focus=3D"100%" type=3D"gra=
dient"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><v:shape id=3D"_x0000_s47113" style=3D'position:absolute;left:5=
62.75pt;
   top:201.25pt;width:158.125pt;height:314.75pt;mso-wrap-style:none;
   v-text-anchor:middle' coordsize=3D"1265,2518" o:bwmode=3D"undrawn" path=
=3D"m1265,l1128,18r-18,354l946,428,710,127,546,219,701,555,592,665,237,537,=
155,674,427,911r-44,182l9,1121,,1322r383,54l419,1549,136,1804r101,155l555,1=
813r119,119l509,2232r155,128l946,2087r164,55l1147,2515r118,3l1265,xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#555bad [5]" angle=3D"-90" focus=3D"100%" type=3D"grad=
ient"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape></p:shaperange>
 <p:shaperange id=3D"_x0000_s47114">
  <v:shapetype id=3D"_x0000_t75" coordsize=3D"21600,21600" o:spt=3D"75"
   o:preferrelative=3D"t" path=3D"m@4@5l@4@11@9@11@9@5xe" filled=3D"f" stro=
ked=3D"f">
   <v:stroke joinstyle=3D"miter"/>
   <v:formulas>
    <v:f eqn=3D"if lineDrawn pixelLineWidth 0"/>
    <v:f eqn=3D"sum @0 1 0"/>
    <v:f eqn=3D"sum 0 0 @1"/>
    <v:f eqn=3D"prod @2 1 2"/>
    <v:f eqn=3D"prod @3 21600 pixelWidth"/>
    <v:f eqn=3D"prod @3 21600 pixelHeight"/>
    <v:f eqn=3D"sum @0 0 1"/>
    <v:f eqn=3D"prod @6 1 2"/>
    <v:f eqn=3D"prod @7 21600 pixelWidth"/>
    <v:f eqn=3D"sum @8 21600 0"/>
    <v:f eqn=3D"prod @7 21600 pixelHeight"/>
    <v:f eqn=3D"sum @10 21600 0"/>
   </v:formulas>
   <v:path o:extrusionok=3D"f" gradientshapeok=3D"t" o:connecttype=3D"rect"=
/>
   <o:lock v:ext=3D"edit" aspectratio=3D"t"/>
  </v:shapetype><v:shape id=3D"_x0000_s47114" type=3D"#_x0000_t75" style=3D=
'position:absolute;
   left:.25pt;top:-.25pt;width:63.25pt;height:540pt' o:bwmode=3D"inverseGra=
y">
   <v:imagedata src=3D"master06_image001.png" o:title=3D"Facbanna"/>
  </v:shape></p:shaperange>
 <p:shaperange id=3D"_x0000_m47115">
  <v:shapetype id=3D"_x0000_m47115" style=3D'position:absolute;left:84pt;to=
p:24pt;
   width:612pt;height:90pt;v-text-anchor:bottom' coordsize=3D"21600,21600"
   o:master=3D"" o:spt=3D"1" path=3D"m,l,21600r21600,l21600,xe" filled=3D"f"
   fillcolor=3D"#fcab40 [4]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#00007a [0]" o:detectmouseclick=3D"t"/>
   <v:stroke joinstyle=3D"miter" o:forcedash=3D"t"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
   <o:lock v:ext=3D"edit" grouping=3D"t"/>
   <p:placeholder type=3D"title"/>
  </v:shapetype></p:shaperange>
 <p:shaperange id=3D"_x0000_m47116">
  <v:shapetype id=3D"_x0000_m47116" style=3D'position:absolute;left:84pt;to=
p:132pt;
   width:612pt;height:324pt' coordsize=3D"21600,21600" o:master=3D"" o:spt=
=3D"1"
   path=3D"m,l,21600r21600,l21600,xe" filled=3D"f" fillcolor=3D"#fcab40 [4]"
   stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#00007a [0]" o:detectmouseclick=3D"t"/>
   <v:stroke joinstyle=3D"miter" o:forcedash=3D"t"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
   <o:lock v:ext=3D"edit" grouping=3D"t"/>
   <p:placeholder type=3D"body" position=3D"1"/>
  </v:shapetype></p:shaperange>
 <p:shaperange id=3D"_x0000_s47117">
  <v:shapetype id=3D"_x0000_s47117" style=3D'position:absolute;left:84pt;to=
p:498pt;
   width:150pt;height:36pt;v-text-anchor:bottom' coordsize=3D"21600,21600"
   o:master=3D"" o:spt=3D"1" path=3D"m,l,21600r21600,l21600,xe" filled=3D"f"
   fillcolor=3D"#fcab40 [4]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#00007a [0]" o:detectmouseclick=3D"t"/>
   <v:stroke joinstyle=3D"miter" o:forcedash=3D"t"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
   <o:lock v:ext=3D"edit" grouping=3D"t"/>
   <p:placeholder type=3D"dateTime" position=3D"2" size=3D"half"/>
  </v:shapetype></p:shaperange>
 <p:shaperange id=3D"_x0000_s47118">
  <v:shapetype id=3D"_x0000_s47118" style=3D'position:absolute;left:276pt;t=
op:498pt;
   width:228pt;height:36pt;v-text-anchor:bottom' coordsize=3D"21600,21600"
   o:master=3D"" o:spt=3D"1" path=3D"m,l,21600r21600,l21600,xe" filled=3D"f"
   fillcolor=3D"#fcab40 [4]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#00007a [0]" o:detectmouseclick=3D"t"/>
   <v:stroke joinstyle=3D"miter" o:forcedash=3D"t"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
   <o:lock v:ext=3D"edit" grouping=3D"t"/>
   <p:placeholder type=3D"footer" position=3D"3" size=3D"quarter"/>
  </v:shapetype></p:shaperange>
 <p:shaperange id=3D"_x0000_s47119">
  <v:shapetype id=3D"_x0000_s47119" style=3D'position:absolute;left:546pt;t=
op:498pt;
   width:150pt;height:36pt;v-text-anchor:bottom' coordsize=3D"21600,21600"
   o:master=3D"" o:spt=3D"1" path=3D"m,l,21600r21600,l21600,xe" filled=3D"f"
   fillcolor=3D"#fcab40 [4]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#00007a [0]" o:detectmouseclick=3D"t"/>
   <v:stroke joinstyle=3D"miter" o:forcedash=3D"t"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
   <o:lock v:ext=3D"edit" grouping=3D"t"/>
   <p:placeholder type=3D"slideNumber" position=3D"4" size=3D"quarter"/>
  </v:shapetype></p:shaperange>
</xml>
------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/preview.wmf
Content-Transfer-Encoding: base64
Content-Type: image/x-wmf
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/master06_image001.png
Content-Transfer-Encoding: base64
Content-Type: image/png

iVBORw0KGgoAAAANSUhEUgAAADwAAAIACAMAAADpBf+/AAAABGdBTUEAANkDQtZPoQAAACBjSFJN
AAB6JQAAgIMAAPQkAACEzwAAbV8AAOhqAAA8iwAAG1ep7YEWAAADAFBMVEUzADMzMzNmMzOZMzOZ
ZjOZZmaZmWbMZmbMmWbMmTPMZjPMZgCZZgCZMwBmMwBmAAAzAAAzMwBmZgAzZgBmZjNmM2ZmZmaZ
ZplmZpkzM2ZmADOZADOZAADMMwDMMzPMmQD/mQD/mTNmmQBmmTNmzAAzmTNmzDMzmQAzZjMzAGYA
ADMAMzMAAACZmTOZmQAzZplmM5kzZmYzM5n/zGbMzGb/mWbMmZmZzJnMZplmAGYAAGYAM2b/ZgDM
zDOZzDOZM5mZM2ZmmZlmmWYAMwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAACGTFMDAABMOElEQVR4nAzKoRHAMAwDQEUO9ZVUIHauPCOYdf+pYvbgIWnV
UPGsIIMQisKhfbMGGs1O/zTPdE/f9oaFPRlXADEAxZlAWBKoSBSonZEByGIQZZLjluNltmS0ZARy
RB2YRR24WGSAGqRlmMEAaBAzE0AAMQClLYF6NUVFGS2ZgEAKyJZiFGWW45KVY2aSkmRgEJViFXMQ
ZWaRBeqV4QVqFGFmYmYGGiIFEEAMTKIgLZZAB0uBbWaS0mSUlNJk5pbjYpbjFWUA6pZ0cBAF2cws
zc8szc3MAtTPxCwjwywFEEAMQD2MII0gbUwOQFKUgQnoBmYWOW5mWWaQ3UwOrKIsDkxyLHK8UtK8
EK1AxczSUgABxAAKJVFwUIGtBfpZVFMK6BKgn+WA6hxEHcRYRYEhxszCxQ30KoscC0g/E9AYKSaA
AGIAaQA5Hex6UaCRmkxMkqKMTCBPAzWziouzsrKKsoo68HCBdDPzyLEws/ACNUlLSQEEEIMo2D6w
tcxgxwP1MgADjxnoaKDVrCAADGtRZmYubhYuoNXAkANaDdQqJQUQQOAAAzpbFBReIDYDKI41RRlE
mbnkmHkdWMVZxYF+FnVg4pJn4WbmYebiZQaGOBMvSDNAADFAPAvSy8QMhlKawDgH2g0KLmlmdrDV
QL1MLHJyXKDQArqZmUkaZDUTQACB/cwAC20mYJiyMDswaloyOgAdDXI20MviQHcDjeZm4ebi5QUF
F580s5QMUDNAAAFDmxGsjRkcYszcNnLcXMBgYwImMKCzmR1YIeElCoo7OR5mkJv5mPmAVktJSwEE
ENBSZkhwM4MQlxwXN1ARM7McUK8s0Nlgq4G6mZh5ZUEyvCx8wFTCywTUzccEEEDg0AYnDrDFQGmQ
fi5ZLlA0y4KTMasDM6s0E7MsiyxQHEgBLedjZuIDWgUQQAzMEK3MECMgFsvJcgG1Ap0tDU7CIAi0
WY5HjoeXV1aOF5ipBIF8ZiaAAILYDHG2FMxuYMIEGSEHtlmKVxocEVyyoEhi4QYmEpA6UCoFCCCg
zcwOQDvB4QWkgHYDsxMXJGEDcwYkA4JslpXlkuUGhjaPHNDHQI8DbQYIIAawg5lgMQUOcJC9zCCL
QZElDYptMJAFuhhoItAMZpCjgTYDBBADNEWDnQL2vSUwaXEBExIX1Gaw5TIgvdxArwDjGSjIy8QL
Sk8AAQS2GahbFOJwcB4DRRIXMKrkQKlbDpiYwPplZYB8WaBZsrK8kHhlAgggUNpmhuYpSKCDSiBg
6AD1sYD0gjVKg7KJLNDDYHeAPA12JkAAMYCVi4JTtQPY8ZpAW8F2yoISCjM0tqVBmQzseT6gXik+
UEnEBBBAwNwD1gi2G2w/IzMwQrnACZsZlEClQfbygtkyzDJMIDcAVYFc4AAQQAzQaIZ4AhKqzFwg
a4B+5gWZAE0tzMByExJxvHLAoGEGZiAmgABigIaUKFgnKGECbYU4mhlsOTSegHpAKQ1oAziSINYA
BBADKHqYwb5l5uYC5VmQxWBHQ7IV0CJpIEdGGlzwMUOSFhPEZoAAYoBmC5DNwCQNzBFACHIyuBQC
xxQzLJnJgPTyApOnA9gMFmaAAGIA6XWABDUoYQLTLthmcDiD/Qx2vTRIAFwQAE1iYXIA+hDIBggg
SICBwxkYuUB3g20GOh8cYsDQk4ZmTCCTBRR3XFxcLKwge4GlIUAAMThA49cBVNhCXA2sLSA2Q/VB
woyXixeYXYF6QVUGCxfIEIAAYoDZC05f4KoEZCEookExBCRhwc3LC0zznFycnFxAnaCSn4UZIIBA
NjNDPQ2JaXCWlgWbAc+RYCM5OVhYudi5OFi4WLnA4cUCEEAMiDII6gBJZlDFwCLHDAkvsMUgh3Jw
sHKwsnJwQVwMjCgHZoAAAqZtRI4Ep1NNoC2wZA3RCo4XdhZWM1Z2EOTk5ARazgJMWwABxMAM1iuK
KBMYRVkgyVqWGQmwcnFwcJiZA23nBEF2YEw5MAEEEFJJAs4iYJuZ5WQhlkICiwlUegMtBGkHYkWg
zzlB4cYEEEDgusoB4mBodAMbI9DsAAKgAHUA6ubi5DA2MzUxtQVaDPQ6UDerA0AAMUDzE9jnkOCG
pExYBIM8LObAygK0zNQEaLUpMODYQUZxcrECBBADtJ6BFf2gqgKSnRD5CRgsDqBIYuWwMDcTt2AD
Vn4cQPu5WAECiAEcVqBQg1gN1ckL0wpKAKIOQJuBdgPrHTN2oHYgA5hWgO4GCCAGJliIQTKaHKQI
kEYywIEFaDO4lmcHthMsxDnMWMFhzs4KEEAMcI1gmgtW3sGtBoWXqAOrgwMLULM4qwUoxM0hAcYK
EEAM0IBmhtQ34EQJDSZogDmA2jPMYpDKltVMHKib3QzoYS5WVoAAYoAlS5jjISUFsC0F0soELjwc
QO0ZIMHqAHQ4h5kxMNC5QAmLFSCAGKDpEkyJgm0EahVlFJWChzSwinUABziogcIKSibGHODi2hIg
gEDOFoVGkxQ8f4iKSonCfAxsg4kBbQGawQp2ubmZMQeksGYECCAGeEDDUguoJSkpBbIZ5GVQRgU1
pYAMsF5xoNUmxixSLCCVAAHEAAsuaIaUghb/kvCwBtXAQH8DAUg30NMcpiasokyswFYXQAAxoFrM
DMpVTFLgAIPZDCohQaHByuwAshucPcAZghEggBCJBOpdKWhqhaUwoCpmYHMG1PAFepuJlR0UXmas
ILWWAAHEAAloUbjtwGYuyGpYLANDTpIJ2IYTBbVhLZkkHUAZ28SUDZSoGQECiIEZWgw5gIIFHF9A
I6HxDdRsKQkyDGg4MLwZJYEcoLtNTYw5WJjEmDQBAgga2iCXiULNEQV5G1oAgfoPokygXgITyGJR
IAYWC0Dd7CCVAAEEcTYoTERAUQJOXJaSkABjFgW21C1FQd0QZnC+A/FFRbk4OEE2i4hKAgQQA9hG
Ziawo4H2gxrbQHeDK02Q84E9EElInmVxgLaLgVmbFdxGZgAIIEiuAuU6ZmilBWyMAlMnNMo1QcpF
Qc1tcLsFgkAiIF2WAAEELYaAwckC6kgAPS1qCQxhsN1g71uCmv6i4KKbSVTEgQmi1RLYMRFlBAgg
SIA5iIHKcAcRB0j7QhLULQFZDfQtyMsgVzMzM8I7E2AK2FgGCCAGWG4Cxj+0IQbUoAkyG6gH3DUB
BhM4IkRFRaE6QR0rEaCzAQKIAVxgikGbkKyg0GYEhSkDMFJEgM4E+VcM7A5wDIpCGyAiIE8wAgQQ
yGYRUESCvAwyX0oUrAacL0H5WEwUYjc8sJiAFouwgDwvBRBADMwwJwOLUTFQugD2DoG9DFCCAGpk
AnVswF0YYD4TgQY12HfA3pMmQABBMgYrMHUygcsLSJhIgqIR1DcA+hRotSW0vQRuWAMNZGECZ2dG
gABiYIZWysA+LiQZgrrDluC4BeoTA3d/mUAhwAQPL0iKdmBkAgggBhEQLcbMygLKO6yQogSkUEwU
7GJgqgVHLLCzKwnKhcAIYgJ6mAUc2gABxAAs01mBSQ8Y2g5g+4FBBLbFQUwUHFhMoqzgFA5MK8AY
BzpLBJKJQSRAADGwsrAAixeQL1jAMc0C1gDS6gCyGZRsQTHAALIf2DcGJXSwl0FmAAQQA0grKJZB
dkMgSAcYiQHZYqLgchXYuZRkAGplBHmcGeQVZhFRJoAAYgDVYcAoZgEmFKCPgV4UA1sItVgMkqxA
MQPMXcAIE2WCNZKBBEAAMbCAdDuwgMIalCUdQBkI4mVmiBGizIzgIhXkcVCYiQKDllkE5GpRgABi
AGllBdkNDEJgvIJsBrvZQRSi3QGaPYG2MsIjShRSswAEEAO4fwyETKxAvcAoAHXVmWAuBnUiwUUa
JL9AEooDkwgksC0BAgikGVQaO4AqJGCtBMoiopDhDwewdlFRKXhFBAIi0HgCJWSAAGIA1ffALCEG
8jUzMHWzQqIJqhHkCXDSYuYFlfMsoMwDCm2IUwACCOxsB7DLxYDBBsoj0JIHGOpi0GwBBHyghimw
JcfJArEZFKlSAAEE0swC8TUzyNPg8QGwhyHOB3rbAeRVYEuTBagT2PJkhtarQGmAAAI7G5TEgGUQ
MLJZQXlJDJTLRCHFHtAdYuD6igXU5gS1d6EtCRAFEEAMrOwQu4GBxQLsYwPTNtB2YGkKcgo4xMHG
gHIOUCsn0AhWB0h7AWg/QACB/QzSygLSDsyqwGILqJAFVJwyQ1I3NNK4wLqB7gbnKLD1AAEEcjY7
yGZQaLGCCl9g2gDZC+aIQWMN1O0HOpkT5GtOUCeBCVSIMQEEEAOoMQjWDsqarKAAEwVaDIpvUEtG
lAlqMbCsAFsMsh/iaxEmS4AAYgC1wCGAmRWcPoE9F1A+YQHlE2hsg53NAtLLAmxrg6MZnDEAAgjo
bHaYy5lB+YMZbAcYAf3MDNMODE5OsNUszEywuGICCCAGDpBWFojFDiLAAhg0/gSKEiAJ1gQuymA2
A+0FWSwCKcYAAohBnJ2DnRVuNzAwgMogWllArhADI6AhrCCbObmYhZiY+SAtRCZmgABiYOeA+JoF
lMSBocYEGnPjAhnEAkqqorA07gDxMxM4pHlZQGMlvAABxGDObgbyNdRiFiawzSAPA/3vAC0HQQQ4
noG6IA0JUJ3JzAcQQAwc4hwgjUAIiiugKFAZN8jdQACMdCZISncAGwlyMDMfL6j04wP5GiCAGDjA
XgbbzQoqvIEBBk3EXCxi4HoOPK4EigdQ9cYnwgztpQM1AwQQMMDYgBCcPYDpkQUaYGC9LA7QkAYb
wcLCxwzrewGdzASsrwECCJjCzDiAUQUsvUH9SBFmcNCAAJASAyZTB3BhJAYacUX0CZgh5RBAADGw
W4ADG2g3CzRTAxMJiAYmWGhogd0N8hM4FyOKJCmAAAIlTxYzUEoBpUgWUGOTFWyvKCSawOURKLiB
BRywamOCtHWgACCAgMmT2QxoNzO4GQZKt8B45gJZC3QqK6Q4c4CUo6zgwptJUxI2LCIKEEDAchuY
TCC2guwFOhtUZrCAtIETNgSzgm0HVuaa4BYQ1OkAAcQASlnMzKyQDjEktME2Q5KlmAPEZgew2zXB
PoEW+0AAEEAMLCyQ7jG40w50Nag5B/QyKIBBWiE2Q0NAHBhxDuDUArZbEiCAGCA6QF0vUI0N6jgy
g0sVUWjbAJI4wa4AZxKgS4FpAFycSwEEEIMIwl4QZgW1p0BZAlj6g4a1IaElBkmkYpAShQsUtwyi
jIwAAcQA0QgOL4jfxcC5CuRTSMHN5ABzvQM4zMGZjxXUxLUECCCwzcDw5QGnR1B2EWPmguRlVlDy
EINUPBD9DiA/s7CAkzIoygECiIEZOqAEgmCHQ6IK6AhoFQ+NaRAByV2sYG+DkidAAEFsBuUEWS5u
iM2gRALUygIKYQcRSGEACjNQBIhBQhtUHAGdDRBADODMwMUDzgvMIIeLgjwPbNyIQuIHFtagqhTk
WWZgMmAH1nigdi9AAAFthsUxhAQV+CzgigdUfECbNqD2ETO4vGABlzPAYgPUrgYIIAaYRrAJTOAA
B7NZwakZFtKgCGaGFIpc4HYIqLmgCRBADEwsSDaDIk0UNAvBAopvJmizCOQIoIvBlRUraHDGAZQ4
LSUZAQIIEtoQyyBGiLJwybNAbAZnCCZIWcICSxCI0RgpgABiAFvIIscCGmIFSzowg0shZjFQswpa
VYGsBtoLLrD5mKCtIyZNgAAC+hk0NCIPLDDluWE2s3BD/QxOIuBqGhheXMygkosPBPlAPQxJBoAA
ggQYtzw3tw03NwvYJKAdoNFWFnDTEdLLAJeeXLwgrZAKAxhekkwMAAEEiipmFhtuG3mgAaCxfmDq
ALc/QFHLBI1pUPMENIECGq4FjRKD51sYGTQBAgiSSLjBFtuAowpoN7i6AE+bgMYqmMCFAmjehZkX
WMcwy0DCC9iKBgggBnBgA30MStss4KBnBWcwUCcPVGhCWr5Am1kg48S8IE9D7GYACCCIn3mBYc0D
GWAREWWGjhKKsUIaVuDMzAp0jgwTLyjImIDawRMYmgABxACuK2GJBDIWCtTLzQ2uMGC2gppDwMwG
spmPl5eZGdrZAAggcIBBxmB5IQMMwLoKGPZcsiygRgwweqEtb1C2ZeHlA42oy0AnqBgAAgiYPMFa
RSDVNbMQM8jZ3FygOQNoloTUG6BcLg8eceXjg6YwJoAAAidPJl5wq4wPXP0BkwNozJcF1HkAdcfF
RCHZE5TjuYBxzccMr7IAAgjkZz5ozQUexgKJssiC+l3gAoxVFOJzYNrm5gQ6CTRnxMckxScDSmcA
AcQgBB2BgiY8UC+LBzQKzASqPMCJlBnceAeneGA8AAObFzSZAIIAAQQe0uJjgqY6SNUJDFZe8GAU
C6gUYIE0SoCpRB7UBuTiAqqW4ZPiY5LmAwggBmZoIPNCg5sZPC/IBe5Ugzr7oNTJKioCLiQ5uTkh
LTFwMmHiBQggBnBChuZnYNEELBk5OeXl5XhAWRqUSIFtCxbQiBQLaNSPC4x4eYXArmYCCCAGYAaU
ZeFlAZWAXOA2NSsHpyInKE+CTAMXWqBmErDo4gSKgwEPqPAQYmbhAQggBkgbApjsWcDFDAsnKwsH
J6cuL6iKh2BQXxFIcnJBtHLIMvMwgWe8mAECiIGHCzRnCGnxgXWDB2a5oSWxgxiorcInwgTsI4Ds
5eLg5Obh4QU15oSYeAACiIEFUmRDG0+gIg48qAkJA4i94IYMC9RiLqBWHh5wImEBCCAGZrBWYEnA
yQ1xADswxLhYIVodWMRYgK1UUDuVl4cbpB+UO3iAYQQsz4R4AQKIgYsHlF8U5EEQYjMwXDk4WYDt
boivIT0jZj4WXh5eoCYeJqB7mYDeBrIBAogBXEPKwzQDARsr0HPsXCJgT4O78nygRhszLw8Ljwgv
rwg4BfPwAHk8AAHEAHQEM0Iz2M8KcD8DLRaBFra8PKC4BSYQFlAZBnSGHA8vQAAx8AAjiUVBXl4B
iMHNbGAqUeTkYBEBpRIRYBQLgawGFj7MvEK8LEDHswiBNXMBDQIIIGBoA2ObWwGsHRLsrJwQm8EJ
hIUVWj/wARXzsYjwMPGAm9q8wAjjAwggoGYuFh5OsM3c4NYBOKqANMhqMVZgPANzO9BqJmBAiQDT
NNh2UCdYiFkEIIBAKYwHWGRxyytwy4NjG5zCOMENFBZWEVD7XRCkHTQkwisCDGghYCjxAEMe6BqA
AGLgBgEWUJABSy5uLnlgKgQxgM0qYL8WlEbEIAHOywd0MqQAAjqZhwnodRGAAGKQ5QFrl+dWAGY5
eaAJLNyguUseUNscVIkDGy+CfCDdIrxMoITFB7KdhRnkcyaAAGLg4QZq52KxAVusoMANSgqg1ADU
Cs5YoAEoPjAEpQ6gVqB2YGSLiIgwMQIEEANQNQ/Ey9xgi3nAU6bAogbUywKFtigLrxTYamgnnBeY
uPhY+HiBAgABxCDLzc3LDaysQImEm0sBlGeAHR+gPBMkWwFDnwlY6AgCi1o+RlA9AcaQRj9AADGA
XCnLAvazPCh/8IJs5gWV7qBYFwHHtCCoqGYAagUhRikgZmQCVdEAAQQMMF6IzdwgXyvwgGyG6BYC
NySAIQ70HT8T0FoGkG4QIQUyBCgAEEAM4ADi4gF5WgFkswwvOMB4QSUzOFuJMvHzAV3ND7ROAGQx
A9ANjILgYRuAAGLg5ZUFKgYnEyCw4eGF2szLB3QrqCgA0gxMfPwgZ4J0MjIJgmwGRR8TQAAx8IJt
gkQ2yMu8MsBEC3I1Lz8ohAX5+YAuFARpYWQAuRpMMYCDTQQggBgg1gBjHeR3bnA0g/UC3crHD0wI
AnwMfIxS/IL8IE1gDAGCjCJMAAEE0cwHzFvABMQtD9YJxEAIdCk/nwDIXiAUAGKoTgagPgZBcHMI
IIAYIPbwgVobQJthepkhVjOCrBVg4GcEpjCwPgZGBoT1TAABxADxHh8zDzCPcUMCCkTw84O1MzAK
AFOIADCo+QUZIPZCEAMDoygjQAAxANWCVAKtApZSQPX8IkAbefmBzuBkEQC6HaibAaQVFNRAHUB3
MDJoMQH9AQxtgABiACrkB/kPFDUgW4EOBJrGJwLqpzMJMIICChTgIIsFoA4XZGAQlAKNrAEEEIMA
SCskbMBOBTlZhgdc0wCLXX4BoJsFBQQZgIYwakEcDPE0MN4ZAQKIAahFAKIbRPCDLOeB1BQsrGIi
wFJEgJGfDxi6QJu1GbUYtbUZGbS1gK5nBOZJgABigEQJSKMgHziQZFiAZT54qEkEWGMAg5tPABhg
QMu1GLW0tbQZQfq1tRmYRBgZAQII5GwBsJuBBvAD9fKC9XKBM5SYCDB1MggIMoHcDtQFQUC9DNqM
TBqMTAABxADXygcKW14eTg52cNELtFsMNAACStYCgkBnaYFsZgTaDQxzLZBuUUaAAAL6WRDkZH6I
t7mB9RQLB9jdIF+LgXMz0NeCIJu1wGHGIKgFDG9QucAIEEAMApAQ44N4nNuUk5UDVG7rgmwVgSAB
JqDVfGALQdHEAIlwYF8SIIAY+IHOBkcISK8AL6jqB9sM6bmJgIa5REA+EwS6GBRmoFADkgIiTBqi
AAEEshlkOT/YckEZUPUKqsbZWEEOFwH5XATkcj4+LVBcaQP9rA0iGIGVBiNAAAFtFuAXgMUyHz8L
Bxd4zpEFVNEADRAFVtSgcgiYvSCaQAYAgTOzGCMTQAABbYalEVDC5udhYQNazM7JygaOaDGQIcDa
ElgegJ0MDm1QuANzswgjQAAB4xkUYMBkCYkuXi42Vk4OXbBe0NieGMjtTKzAIhDqXi2QAUATGDWY
mAACCBjPfFA/Q93NDowsdqBeiNWskLEaET5w6mDQgugHhhmTqIYkQAAxAO0FpyxwZAERDzCRsAFb
Y1AAjGpgdwEY8gLAeNICpS2wdm0GDQ1RRoAAYhCEpG1I4gRSzKD5XU52VjZg40RMDGw7EALrLHC+
gKRvYLhpiDExigAEEAM4H0ItBmdtTlBoc7LBbQa1O4EpjQXkZmCy1ALlDUnQnI2IJEAAMUCDGkIB
Q40Xohc0IgE1AOhwZqAZoqBUAtQnAmq6i4iIASMaIIAYoNpk4EbwcIJyBqsuRDckyMSAnWoxcBkA
Gi0RFWMUZRITEWMECCCgZhlwvgDFM9gLPKBkAppdhlgMTaUikBEDoFZDJkOw3UCbAQKIAeFmkLeB
BYmMLivc0xCrRcBeB2kUFREFjcICMRPQ2YwAAcQAThrQcgxkPRCB3A3RCR4SEQNHGGiMRAzkXxFJ
oKuBDQNgpwkggBgg9gILPT6Ybl5OSLYCaYcmNNAAhwQrSDt4kAdoBjCviWoABBADxLmIIAeS3KCS
BKaRDVykgEIbpBPoWqCvRUVYeVhFNEQBAohBBmohRDekfuOEjjyzQCMLnMXAoQWGQP1iPCxiTEwA
AQSOZwFQiIM9DUkywDa3LsjR7BAvQ0picYirIQYA+SKSIgABBHY2yMOQ5A32uSAfCyRj6MJ9DQw5
sMVwy4FxLyIKEEAMsLoCEtGQ3CHAwooE2Fgg48hirGB9YATM6UyiIgABxMCPHNGgdCIIMo0VbDVQ
GxssobCwSkB0g7UDXS1iKAoQQAzwgAa7XAaUvAX5QFZDAwuUTsB9NTFWcTExSKgBEQsorgACCOxs
fgF+RP4AJjJgcQe2D2izOCurOSS+gHHFCvWxmBgTqGAWAwggUOkpyI/kciAQBLaZIFazAW1jA5sj
Ag4xeKCBilURUYAAApckgvzgElQQkkSF+QSYWMG5CuJ2cWhUi0lAcgaYBOYqETGAAAJWY+BAAhXf
4NKfH1hIa7DAdYIjC+J9CTFwMoNGF2iIDiCAGMBa+SHVFdh2YGuPDaqTjRUJAPVKQDWKiUKMAQgg
cOMOXM1CLRcAuRman6AJHEKCQhvub1YRYAYXBQggBlCrHFFFg0IMFLZsSFElBjEMZK0BEIKDDJTL
xcQAAgjSBWYGJStohIHyMhvCz3AgJi4mDs8ckCYtQABBB9OAvWFwRSkIbEFxsSCHFgssxMRBXpYQ
lQA7HNJkAQggBhFoT5mFCaSdn0eRUxeanOHlPtRmCVACBRsATp/AeAYIIMiYARQA236gDiUrC8xO
FkhKAdsNdDPQclgiYxFzEBMDCCAGZvhwA9AlwDY3lx4b3DKIp8UhbJDFQAMkIKUCOIcCBBADqPcE
t5yTk5uTHdQOQvK1OCyuQLkKZAIotIFFC5ACCCAGuFYe0FgF0GpO0EA9uAASF4eFN8gAcXFQcIPN
MABX/GKiAAEE9TN4hJpLl5sT2C3jBLcd2eBWg21nY3UCR5W4BDjCwUlfDCCAwPEMthHYJ+MG9Sjl
5VngKQysH1zxcLFCbAZ6WQIIWVi52FhEAQKIATK2Iq/ACbQS1H0HWg0q5YFlLdxmiPXiTuLiYD+L
i4qJQcolgAACjdDIQ/rtQH2grr88C7ikZUHkDIj14iCrWSVAEGg1OOYBAoiBm5MbqhXocqBWeXCz
UwQRWzCrzYGulgC7XAxcqAAJgABigIw1cEMwMKq4dHkgBR7QCFak6GZjlRAHJxSw1eD8JQEQQAwg
eznlwf7l5AEFHBenCHRMiFUMkTnYQIkbaDPICNBEEiuoTAMIIAZOkJOBPXYuUCcWRHKCCizwMIcI
PDdD4gtsNTi6xCCpHSCAGORBGlhYQB5mkQe5XoEL3BRgQSn4gXrNJYBhBvI02O2g+JMACCAGFm5d
YDhxcYFyBCfI/5y6LNAcxwJPpcBqiwVorQQw1IABJg6KKqBuMYAAYoDMX/KCQhsY1JBxGrA+Edhw
GEQ7G9BWcQl7oKVgf4OdDRBAoFwFSpucoCFucETLc7GC07sYNNAhYc0C1iMubg5Kn6BUBnI9QABB
xsN0gX4GhjlkjAhSo7KywAmQ1RzgeBYDWw+yGRzZAAEETGGg4REuYM8dksKABLChKiIGGigBex6W
PyWA+swloEEmAQoACYAAYgB1uhVYwAEtD0ps4DIMHGLgHgZYLwskhYGsBROglAKKMIAAYgCP60AC
GpRAgYEG6hGxQnwsBh68BBsA0gKKZ3NI5gIlNDGAAGJQAGVEHhbQIAnQ9bpcPJygwRVwqSQGCW5d
iLeBYeUIzhwgX4MTqThAADHwguYCgCHOzcXDBTSDC1gWQDuSLPAgYwPFuDg4jQD1O0J0AkMbIIAY
+HmBYcXDzAIaPeQEuRqoW4QFoZsFktbAqRPiZkiIi4lJigIEELBy55XnBk2EgwwAZy3Q0CMreLSW
RQSmG5RLINkCGNEgI4AFgrg4QAABK3deHh4WEfDoHiRr6oFHZnjEWCCjgOCmJzi+2EAhBkngYuC8
DRBAQJtB8xNMzEIsTCygESLQXAgTdMAUtCgIElUs4IWpHGAAzJNi4CAXBwggBn4m0DgXD2hknhdU
DIJSGMi9oMEsMIQ5nIMTqhnoAXCgS4gDBBADL58ILxOwohJhFmLmAYU8tx7IYhGor5lZofmDC9TX
A2nnYgH5Ghx2AAHEwM/MKwIabgAt2wcPjHFDRqNAHTKQ66EhDx4A5gB1FbnEIUDMkhEggBh4gXby
Ai0H2szLAh7l4QE5lokFtAoM7Hywx6HjxEDLzVjBaQXYiRUDCCAGPhFmoMOZ+YCuZuYFBhmwNOUB
9l1AMyZiTGDfQjI2O3SQGRRiQGslRYA+BwggBmCjgBesnZdJCDQWCtTODA4o0PwuKHOIOIhBK0Fw
pwmoF+hjRnDqBgggBhFQaLGA/A20mgcYZtyg0WsRqAHMoD4saD6blYsLMqYPjDBxUUlQOjMXBwgg
BpCNoFkR0KAqDwvQZl0eJtCoNg+TGCi2xEQgc/Cw+QBg/8FMDKTXERhVAAHEIALWBXQyHwtoGJqb
G1i0MIkIMYHGl3mgUQaOMU5Q5Q1KKKxSotAABwggBtAgLMi74PkTHtAQqq4IeA0YxOnAJoMIOLa4
QLUJ0G4OLiZRcFkGDDSAAGLg4xWBjgODB8CB8czDC1TOB0zuIL1M4IleEWAhycnJA5mIYDIHlSdi
olKMAAEEcTYvEx8vVDcvqLPMwifCwgTVCppNBxK6nGBvc7AwATOHGHj5lShAAIHmbvj4QGPPIMQL
DG5gAABjgAfU3QNNKTOBx3aBbR0uHnA64QGtmhCVBHZkmaQAAoiBDxTYIKuZhYCKmIRANjMDA4wZ
rBskxAI0kIVHl1eXA+RjoDmSoPFPJklGRoAAYgClDx7wODBoIA80vMzLAsyeIL2gdAv0CjCvQ/Io
C2jQXEiEhVFSFKSVkQkggBiA3gLGDdBqkCE84KQN5LIIQdbZALUBow40W8EDzmNAG0SYREEaRRlF
GQECiAE0Os/NLAQKbxHw2KcuD9AxoGhnAkY80GRwiuXhZoEs2WGBzmgC3c3ICBBADKART24h0OA1
Lx8wQ/IAUycLaJkLMMB5QZkLMpbKrcADmUkBIvCqUUbQGg2AAGLgAbmVF5zKQGPNIDvAg99A74Ln
TcB6QWUEaFQFOi0IBJKMGkyMAAHEAMoJ3CLgpTFCsvLgAX4+oONEgHmFGZROwAPnIENBg0FA2zSY
NMARBRr5BQgg8ISArBAoU/Ixg8sCcFEgIsIHSaGg2WXweDs3aIk0UIeICDCkRZnA4+QAAcQADg7Q
kjcR0IwMuCQBr5hjAQYCMNpFwD4GiYJsE2UE+1qSEayXESCAGECGsoCLPyGwzfKg8ALqYgYmb9Bc
B0QrN2jeghHsWth0KBADBBADRIJXCBw6IN2glAkqikHJEugGUARwA3MbM8jHYBtFGcHuB2oHCCCw
ZtCcG9CbkAIQaDMwxYG0ArMXNO6BUcIDUi8KHvoDOxkYcowAAQSeiuBlAQ3SMkFCjAc08QcMFmBg
g2oCsF6Q1aKMkiLgkT9gNEGMYAQIIGA8c4P0MoOyJpANLIaABvGBwwWYZPlYwJMjvEC7GUVAljFp
iAHt1QAaosHEBBBADCBxHpByYBnIAraYFzz1B9YOFIU6WpZHhFGDUUNEgxHiXbDVAAEEjCrQDABQ
KdBCEBsImcBaRcCTJmDzZHnAxQsTFDKKgLQD0xtAADGA5t5YwC7lA6VyUA4Dp3TIXAswtCE+BooD
0wcw+QhBkikjKKEABBADKFDBaxZAYcbCAyrSQMkNPNUDrASZID7mBgW8CNgvIiCbwfYzAQQQA2je
iw9SiImAV6uBMxgTZAUEM7AeAM3mgCDI2RoiYBMgSUSUESCAGPggYcUEh6BUDXYIMHCBrgfNIoH1
MwlDfMwL8TcoogECiAG01oIPPEvEBJosAU9IgaakwNEFSnSguASGKTNoIEqIBTJTBZkkZQQIIAaw
epBNfOBJKZBz+YBRB1n1JgIqi4ElKmh+AeRLFhEeFtDMHh/Y70wAAcQAjmImSADxMYImahhBTgcb
BzQAaDXIWUBCA5QPgbUBD6y9wcQEEEDgQl+EF2I32GZGPsgMqiDQdNDWSj5QwwPoMZAnQZpAZSAP
EAL9ARBADGDfgu0AUgLgWRM+DRGwL5ghRQIkpfGB1p0DHQL0NkgfD8jrAAHEALIMZDEfaDqMT5CJ
ETShxsgrKCUIam8A9YGmBEFTJCBHi4CaGyAPgyoGJhGAAAL7GaRbCkiBR9+ZQB7mA01IgUsjZkhY
8oBDGViD84DqXhGwOSIAAcQAtAzkYBAFVsagwQjxAsjBwGwOKmFAE0OgVb88wNoS6GBgqQy2nAkg
gEA2A00X5Ae7mx80swSMK6DFjEDFQGWg1gZokpsJVOGygC3mAXsaZD9AADFAJyz5BIDBCxrNAmU1
iEtFwLUDeD4INO8tAtbIAoopUCUMshkggBj4wY6GjGPxM/JDpg/BYc4MTkqgdgqo4uZjYdED1pU8
QAJUXYPLGoAAYhCEhBcjn6CAICikwFOPjKBZDxFIcQyatgWlT2DiAmrk0QU1NUChDkxxAAHEIMAH
SRxM/EDtfODJKdD8lBC/CCgVAvM4CyhpA7M60FYWPV2QAeCQBoU9QACBnA3SLSAImm4AeZkBGNVA
qwUhdTto4g9UFoCm61nkWXjAQQZZPiAiAhBADKDxQkGgLlAcAwkBsLNB6Rs0FAyMLHBJwiPLDbIZ
iHSB/hYCN0qBNgMEEANQExO/IGiCBTQUxi/IwACZABQEr6EFlcY84Al2PaCDOUG6QTYLgZpZYowA
AcQgwM8kKAiaUhAEBpoAH2TuEoT5gK0/UNEPLF6AZRxoXQOoFIX4GVQjAZ0FEEAMoDCGOJkRZIAA
I4MgZO4QmMREgRmEBVK68YkALdVl0QWFGDisQf4GCCDQlBNoVgg8JwV0vyCjAHiOGKgfZDgPqE3G
By7lwJbqgTwNimRwQQgQQAx8jPygQAY6WBBoN2geDzrlCizkQIHCwwzJ6iIsepBUogsKcpAUowhA
ADGAAgnoaNBEGtANwFwlCJmiZgTlQFCgCUFKCtBiF3Bo6UFLEqAUQACBJn5A+UoAZAjYdvDkoQAT
xN3gdfGgYp1PCJq+wGkb1KQVERUBCCAGQQFQGuMHp04BcPYA13+gypAJtJgE6GcQZGKG5CghEMkE
TZ4AAcTALwDyMlAfOGPxgWZ9GaC6QYUteIk5qGAXYgEVneCSAFpzMDIBBBADyJ984BlAUMoGBRok
Y4FczyoKzAWggh9UNvCAiz0hFojFYAQQQAxMgqBIAkYXKKqAVoNnxkEEKMjERMCtcSY+IaBeXvCO
D3ABCKmymAACCJglwQmTCRLo4ElykFYGcEIREwXpBsYZuLYHhjwTaFEI2ABQHQsQQAzA8GKEuBkI
QH5mgmQroHZQGxFcTYNUApv+fFDPguwGJm8mJoAAYgDFLyhRg7wOZjOCJpchzgZZDamqQWtJRED+
EQEzIGW3CEAAgabFBcDJWhAcXnygGXVY3gAiDUmwn0GFNahKF2GEVHPgthoTQACBEokAyGbQFDfI
BHDCFoRqB6UURhFoi4IRWjPD2hciIgABBMq6wKzEB7YXNAEEmlpmYGBAzO2LgsIJ7HFIQwbScAYX
rQABxMDPCM5NoPgSAJX8DIKMjPCZeQZGLUZQ0wnY54C4GljZMUFSCcgEgAACp21Q8oAUf0CbpRgR
ngYHOrisgzQGwJZDwhuU1gACiEEQXH5ArQUnT0ZY6gY5XhLIAIWwBjSowQ0ZETFQdcskAhBADFKC
AuDkLQhJpZD1F0jBDZqXgwSRqAgovQObUCJM4LYgEyNAADEIMoETCTCFgisZsGbwchNBmAEMIKcC
e+KMsF6GiBg4fYmIAAQQsPQE2QmeSAYX/5B2IbQsgboBaDyoHcUkCimOwTpBBEAAgRcQQMo+PnC+
BmljEoSs+4AYoQlpHwGjTAzqfDEmJlFQegMIIAaIRnCWFgJNJggygMpAeKiBekCM4DaKCCiTiUHs
BtoMmuMDCCAGUGkrAC62+UCFCnQJBQMDTD9kxQ5INyMkiMHzdEygUogJIIBA8cwIKvlAmQoY5ALg
dSaCWuAyFBhy4D4jJGswgawGN0zARgB9ARBADIxAfUArQdaDKxwGcLoCLSYAd0hAvmaC1P/gUAK7
HhLoYiIAAcQA1sYAshdoOdBmkI+B+gXAAQeOZ0jbGZIZQPOgYqAwA0YXswhAAAFthgOQVj4tcK5g
hKRwSHcGstSJERLH0CBnAoUeQACB7WQQgFsODGwtHQYmBlhagW5VAa31BscSzAHAStBBBCCAGASg
VkPDDLTQRJsBbi10ZRSsLBKBhTXQHGDmAAggsIXAxoQgP8TXoMyswwAtQoEhBuo3glrOIJvFwDaD
kCiw+hVjFgMIIAaoveDyD6SbkVFLUAuWI2GtehZwpQfqawFtBeoCpW4gBgggcGjzMYDKIrDFIGeD
Fm2Au/aMGuBNaJA9ZGLQsh5Ei7AygUIbIIAYwN6FYaAZ2gxa4CQCjmDQBktgKIMGPJihrgZ5GBxu
rCJiAAHEoANKYqBUBglxPh3oig+wzaKMoOl1UFiBG0Ag3UDfsopAUzlAADGAtQiCXC0IoRkEtATB
K8hAvU5RJrDNTOCxD2iKBvkYaBariAhAADFAEgc0uPjBmsHZAtLhE4NsGwEVlaAwAoY8yF5odIkB
BBDIWlBcM0L9zacFyZGgIRiQxeCYYoLaDI1nUNoEBxlAADEwwFMnKMj5IDaDE5cItJCGEiCSFex5
UVZoQgMIIEjGEISkM3DxC03X4DXWkiKiotD9UCDvioAtZQUxWUERDhBACIvB5T6/IKSWY4JkCXD4
gHfpQDMhOJLEQIN7YsC0DRBAEJsZwWthwAW4FlA3dHAAaC+k5wlKJSKQroEY0LvMoAQC8jdAADEg
LOYHtysgRQhk0R8wqEFLGnjBfTsmkEYxZlCOAEY2qJ0lBhBAYM2g4oAPVMeCShJgKwo8gsMEWskA
dLgYaMkkpLAGBZUYaEQSWIA6AG0GCCBgYaDDB44l8OohUGkIrikgIxIioI0JoME80FieBiRRs4Jn
ccHtMIAAYgDpAy//ERQEz7ZrQVwsCdkRLALSDmumgszUEAFNbgCDHOQCgAACNitAloGcDMkYsGEM
JkkNRrBW0I5poC+Z4VUQKLyBcQV0N0AAQXMVPySmwIUByFrQMAxkqzNo2Ql4IBFWrkGqBHBcAwQQ
LJHAQhvoY0lwlx5kBNBq0E5kB1CFLCUIXg0Hq/+YQHMzAAEEKz1By54gzoYWmUAzRECeFhUTA+cL
PojNMKwBmogGCCBECgPbDCy2wXusQadDMYqKikmC1quDRk75mcDrEAUgS/IEQTazsgAEENBGUMOX
H5wtQUsGJMHJC3REE2j8CrQdC5QnBfkhcSjIAIFawJrOUBQggEA6BcBWQoteYIayBPqZQZJRStJS
klET6ARLUT4GAWChCizQdbSAZYUWkKEFFJcECCDIEi9oyQm0GJgXLRk1QWWIJFAaaLsmaLs3qLjR
ARsgoA00AbROC+Q8gABigMYUDPAB9TKC9+QzgGyXBOmVBOoCIkEdRh1gbgfqBzkAaDgTQAAxQAsh
8CIHIAWq70FFD2jLsijoPAJGSQYGaAbQAgaPjgCjlo4WKB0CVQEEECiFQVq8kKpKAGitFKOopiQ4
vCXBPtMC2wyEjDo6IP8KgGsFYEACBBADXJ8ApMIBCoKGNaUkQZZLAR0H9CKkiNXWARrCCA4vIBQV
lRQFCCBQaAuCq3dwx0gA5CApUSmgHklRMMWoBax0waENjCqgLh0BHWCk6YATEkAAMSAFFthmkBrQ
PjvQAWagbfpaQAh2M7Du1QLpAoY1KNKAASkKEEAM8BIbAgXBNoDiSBTYhgIv69IC+xjoYZCngd7V
ARYYAlqg9A8QQLBaElJqAwHQhwyg0+EkgfotgRqAcaolAPa0FlAv0BU6QI9o6+iAAgwggEDOBjeG
+KHBDgoToE1aoKMFGMGOBoU2H6hicAZFFSMwoQCTpwBoeB0ggGAliSC86AfqBbVLQIUR0B7Qqj+o
u4EcYAoBe0wLyABWKQABxMAPaUrBrQZ7GpyAGRi0wTZD9IIsBYUXKKWAEjkwlTABBBDYZki1Dkks
QAeBnQq0GxiqUP2Q4HYGhZUOSCvQJFDNABBADNBAhiUSQQEGqNUQI4AQiEBRCEwjWqA8wQBO3Iyg
EAMIIHiW5IdmSm0G8HJBbVAwaYFSCNzdQPeCvA3SKgBxN0AAMfBDcwaYBJahoGWkIKu1oZaCFw1C
dGqD4hrocMhaUx1GUYAAYoC0GqEtKRAJDihQZIGxthYo6EBBDdQEpIARDPIwEALLI4AAYoAVIXzg
4oQf6Ciwh8GLUhlB8aQJjStw6QPK0OB8DXICI0AAQdI2NE+DFg+BW9taDOCggdkMsptBxxkYPsBM
CVSgA8rWwDYmQAAxgEsDiMf5wO0wsMNByRJCQAMcHBJaoFYaIzjstEDLbQECCFqSQCMbWNmBrNaC
RDMjxGoGiM3g5oMOKKmBUgsolpkAAggaYALQFc9Aa0H9BNBiZVCogRM3GABzFdgpQO+Cy27Q0Bcj
QAAxQO0ERzdopRS4oQ9J3lAHQJwNLr4EwARIEdBmKUaAAAIvkBWEWQx0gQ5IISRROjMgohvoYUaQ
zUCrQTWSILgCAAggWBsdGlmCoBacAFQ9KF2C/Q3iAUMSlLIFQHHEBB1YAAggBkgg80NKUCAFVc8A
Ll4ZGGB6QbpB4QVq/TAKgkY2gRRAADFA0jUkgYICHtQ50YIXAozQFArkggobHZBePvDIE7D3ywAQ
QAywthu0quPTEoAkElgcQzMXJO6BdoO2CoB66FJAGiCAGKCuhtXt/KDVzqBgAmVlSGmiBbFaEBLW
DGBtICMYBQACiAGSiaEE0Gaw+WAtAuDUAbEdnKlBxSdkRwbIdmBsAwQQAwO/IDRXgKNLAFoECEKX
aQN5mloQ20HRDEqd4EYaKF8wAgQQA7QQgkYXMLQZGWCehroZHt7gthQDeOAI3KtmAAggBsjADiyi
QH6GlloQd4MCThuiXxCS/KBjAaBGNUAAgdM2xOWQXKUFbukzQIIbpBGSJcGZGra1AVTzgSiAAEKU
npBQ54ckakRgacESNzDVAJMoMNRAXgcWJ0ACIIAYwI6FuB001ALOSDD3wvIUlAQVgKCmlxY46wAN
AAggUMJhgHV/QTRUGwOkmNWGJDAtSNQxODOC8gewABQA73MACCBw8xFahILbj4LQKGZEOBueK8GF
KLD0ZQDVmMB6EiCAGKDtKFjDQABqr5YAml5QeIHrOWB/TwBiMSNAADEw8EMjCRpnWrAMCXY2LJrB
mkG5WxBkN6S8YGIACCBwZgEXewKQ4kwbnEB0kMKKARZVYFeBandw4wZoM0AAwVOYANTb0KwMSShI
WiHhCO5DgQbrgBUGEwNAADFAq0cGSDeWXwCqUwuSHWDlHzRPQ6wENchAxjACBBADuLEMLF4gNQow
sLXAbSUtcA2tAw1oUL0HKc2AngV1z8HNbiaAAGIAJQxBAXDlAwKgjcla4B0MwDYiKgD5B6hXGxjL
oJBjEGEECCAG6DgFdMgC1EgHlQBaUDvhIQbNHUBTQVUkMFMAW2KMAAEELQx0GMCVgSBIr6QkuOAG
NU9hXgZnEGgwAhs2DOCOBhMjQABBMoYzxAGgsQVQaxPYvYCmSR0tWDmkrQWpPoGOZoSM4jAyAgQQ
A7jrC7IXpBeUSUVBR/tIgooiAYTF4BoHvCECNIwiAO5hizABBBADOH0ICIIra/AKAJDFwFYrRBss
sTBCqw5QQGoxagtAOugAAcQAGWjQArsZPK8tCeqyQ21GDjNtUPUDbANqCUJ7KUxMAAHEAO2M6UDG
VEBdE0nQUVxQ90IiHLyJAmQlqCLTFgClcGCtocEIEEAMkCjSYWCEDgMB25ygAQ5w+tBCStja2uDa
Gpq8QfuzGJkAAogBWm6CxzfB27VAnQomaFTrQPVrQzO5ACS8BcHzLEyMAAEESdsC4JFC8JoJYNse
2CaFVcuwdAbeNAPJ6uA2AyhDC2oABBC0GII4mhHqZ2CQA5t7OjqQeIaWRMAUAdIuCMlboLBmAggg
BimQ1aDxXEkmMYizQX0TqFfBDVhtcAwB44NByxnauAS3LUQYAQKIgU+KCZhMmKDT8KKgvoEkKHeA
SikdpLQN2vACdjGjNmR7GFA9QAAx8IEPEWOEHf8B9C+ouwXOkVoMEApsO6hvASlyQV0yQXAfGiCA
GMATqUyikEECSdCiC0lQ7wHScdSClmFQl4MbZqCWijOoMBRhBAggBilG8OgEZMUGuO8LhOAmrwCS
zeBcBSwFwA1LkK/BgzgAAcQA2iHIDBkoEAH5WRLSt9CBRTGDFjS5aDNC0wg4qzMKMIkwAgQQA+g8
aCbowDP46DAmUH6GZF4dcAKFJDCQBlDgM4KzNKSqBAggUGhDAfg4P2AiASZsHVA7AORmSN4A+x7U
ygYHNLiaAmcMgABigAyngiageEErgkRAfU9oKQAJLKj7wfp0wJ4FOwJkN0AAMYDPsRYBbWhmYQFH
sigj2D5oAQotSkAeAA9eg0MM1GICFUMAAQRxNh8LeBWACDDEwT6GFd5IWQukG9JQEYDNNDACBBDE
2Sx8LMw8zJDQBkcUqIONcDkQiILmJED5ghHSwmIAjacABBCDFGTkGzwtLQYqeYGehmuBRrOkpIG+
uCioZoTo0wJ1zoDpGSCAGASZwGfggtdSgcZ1QCMjkoyQHjrYsZKSEvqi+gZi4kwM2pBNizoM2uAm
EyNAAEGO9APPDPOAB/uANksaikIjGehPA1ExcQN9AwNDcVbYhklQjIFHogECCHyQNWgUGbzsRhLs
aklRCUlIKEmC15jrA/kSRuJiooLgWNYG52pQqAEEECS0QevJQEv4mERFgHrFJEXFJEGVmqiBmIGo
qJiBmJEBeF8BA9S1oFYHqKIDCCBIgPGAFhCyiABtBo2tGIlKGogBHSEBNAOyFcJQwshATFQMOu3H
CCokQMUtQABBTpzk4gEfLAAKLkMgBI0ngdwuIQnayQC008BAXxRkDqgkA222ZAAZIMkIEEAM0oIy
oJVFPCCrwSkbaC8wwEH+BLoYpFNCDMiWBOoGGgrapAneSAc2BiCAGHil+XhlOOW5QVPbwBQmBrTX
wNAA5G+gzZCTYAzEJCQNJPWBYmKgRM4I3vIIsh0ggECbaqVBS3tleXh5RDWAzjUUBbkd6GlRA0kJ
MUkJIAZGsyEoEsTAjTNQ5wG8RZURIIAY+HmleHnlOeVleYFOlwRtB5I0AqUTYDCBtIEDDRyKwOgH
VabggAKmMFDYAQQQA1CvDDNofwA3jxwwT4oagnwM2nIGDC4DoF5JkJCEqL4kKHVrQVqmDNA1AQAB
xADe+6vAqSjPLcvNDDm8xRAYuUZAf4qBMMgkUNgbgnIbuFgEt+LBRQlAADHIMPFL88orKnACrQYt
EAR5WRTkUlACEQMFvQE4HIygzX1gUajDCG5LMjECBBADL2iftoI8p6ICaEkzEyiFAYMVFNwSoIAD
xbkhKLkzgiwF9061QF1hUNXIBxBADKADrYEBpsBpCtbMBE6bYmKQNArer6cB2kUmCWp36MDHn8Bz
UowAAQT0s4wMs7yiItBuefBhIeBdX6IiorCFSZBJKuggIGyWBhRiTJIAAcQgA1psqcAJ1M6pwAxR
bAg99EYEWqyCtoiCLdWBWA6uWBkEmJgAAoiBmZdPmheoF2ixIuicE9AJlaKGTOD6QwxaoEPaDjqQ
PqwAuNEMrB2ZmAACiIGfWYZXGuRnoN0skEO6RMCj09CpE9DyGtBgGDh96GhB5+MYBKSABSFAAAFD
G+huiM3g44tA47oikuAJI0mIq8EOBtX2MGeDJwEY+Rn4AAKIgQ90ljlowx9QO/i0KbBtouABX5he
0CADA9RmLYhuoM2CUgABxMDLLMPMywVabKwoDzoZC1QsiUgywdcpgpqHwCYeyGIBsNvBWhnBQ78A
AcQAPkSdhR20t4GTi50FvNwL5HIp6Fo+JkFwMIPyBLhbBvQ+nw5kMFIAIIBAi7955VigR+6BzhSC
TgZCdPLxMYFbalo64BY9BII7C8Dw4gcIIAaQxaDDSNhBp+5xc3Jxgc/IgdQEvMDaj5FPAGKtIDS+
BMD9aAEGKUEmgAACb88HHboEtZuTG3y0DxN4zRlkZRw4sCFBBokvUL8KNJ8lChBADKCT43m5QGvp
QSeNsIB180LWFoCWZTOD9pnrgCtrYP8D1DfR0QE3XPkZmVkBAghssxxkaxgL5KQZsFuEmEV4wR4A
zYuD7eSDehsUBjr8wBwpKgIQQKATcHh5gS4GnVDEAjp1iBN0OgBoJR0TjxB4DQsjLJy1oNGtA6ov
QPOUAAEETNvAHI2wGbSLRRZ0KhHonBtgY0GGCRQ6OqDxYfBwrAAkzEATPCIOAAEEDG1pXtBJEbLg
/STg7UZAq0HrPsAL0vgg5zYwQFKFAMQYcFUrJcIKEEDA0hNoM+iQKy7QqRWQTUey4KMn+CBrIkEz
CNCJE/BgBTjOgZHMyOQAEEAMMuCjFLjAS1kVuCHbZ8C+Bi334QWt14CMEoC0gfpxoLEWUEXFAAxt
gABikOHnleUF3QMhBwws8F4nbnkFWRnwaQrgze+gKhk8eQHuAoKNAtvMJOoAEEAMvPyyQGfyyLLw
AMt+sE7QymVe6IpEXtj6EgHwxA2o2AO100HFL5MYK0AAgcowWVleWRbQ1QJgP3PbgM6YYuaHrFng
B801aoPHLQXAi87AJukw8APjmRUggBhk+XhBNoOWrvHacENOpwJi0IZiJtDpCgLgzghkKh0698II
6QuxMgEEEIMsxGZu0EEx3ApgW8FmMIFWLDDK8IGnskH78cGzndBTIHQYpICtAhGAAGIAhg0oarhl
IYdegLXKgqzmFQRbDA4mcBsEMs8qAEzrwPYQoyajiANAAIHSNtBmHm6QCUBNsjDt3KDlT3ygUysY
dQQZoS1d8IwcyGZgUpUSFQUIINC2bdBtCrI8ILfLckMRaE0tL2iNHKTJCAls8PgG6BgMRvAwJJMI
QAAx8IPiGexs0GUQ3CADZIEsWS4WXmBHEWwx0ABt8IIe8MgdIyS4GRhEmQACiAF02AQvWDc32GqY
5bzcTEz84B4neAQJksbASz6YBKE2MwEEEGgjMUQ3D1Qv0BhgK4GXh4eZTxAyMK0tABkjhQQ4H9Ri
YEQDBBAoefLLQM8zAaU1boi7QWf8sDCBplwgDXNwExsUWOAZPrDNoqIAAcQAOcYAqhnkWYjtoAW5
zMygMUrI2gFBWAJlhFQCoEkWUYAAAu1CloG5HLRoGeR1cOTxgLYsgJKyFtI6IkiHGRTPwC4VE0AA
gbfn8/JDgk0WZDUvyG6gIcCcAmxEg2MYNMoATC0CkKEJYFkgCG4MWQIEEANovzRENx/IzzzgUOMF
hxtoCRwvI2jMBlzRgSarYHPdUoxSwKgCCCAG8JkAMuB8zwu2FBLXoKWW3Lx6PCJAnwLLHkYBaO0q
yAgZKwZ11UUBAggcVfzAkgjicrijIavzgYWECCO4fgIjcNIElyZSoLuIRAECCORsfrDLZWCpBaSf
G7JsG7yBB5SUQeEN7MhCxsH4GEEHxAA1AwQQA3iXO0g3HzjIoHHGw8sNWV/KC+5Z6wjqgIYsGcGH
nAAp8LomUSaAAAKlbT6Ik/nBeiG5BHKyDQiC++WgtqYgeLmIAHicFjSTAGwBAAQQA2SDPS/Ez7Lg
M3+Agc0Dthe8eB68IBk8owkeXgH7ADymIioKEECQYxhkIAfmQHMIeGk9aEkuL3TtPSid82lB0xmo
qgVNugKdDRBA0AMgeMFhBnE2OKWAIWjBOTcLaP09Nw9oMRR4jBeyfgJ8FDFAAIHW9UJsRoQ12FJ4
eEMs52YBJk8dbUiTADzQANQMEEAM0ENgwEfoyEJCGupjHnD+AEJuXZBxTIyQpSOQ8he0uEYEIIDA
J6NATsyBxhRQjyxoiTzYdnBCgzgD1DKC5GkByGlLoqIAAcQAPoaAlxeepXkh+qHriLmhBvCCt4KA
+p6gkWFw4gT6GiCAGMCHdABt5QH6mweiB7wIGKSXG+wCbl7IzhRIswyysIAB3DgFCCAGfkHoMUGQ
RMEL1Q/WB4o28CYzkBF80NP4+MD1HKizLAoQQAyQzAiLZx5ocQY1BaQNel4WD3jXGaSVBrTcEjQE
BRBADOCTKnhhZSBkpxN4zTU44CHnXYEjDLLbgQmyih+y1AUggEC5Ch7LsFCD8nigJRMv2Nd84CW6
zJCdAEygDo8oQAABW/oy4NwsA3Y8UDsiwcCTK3gzCChgwM0UkAoRUQ1gsxwggMC5CpypQGbw8oEt
55OBmAMHoEIVKgnJv6AFS2IsAAEEdjZImB8iwcuHMEQGySOQjA42FaRDCnxFCUAAgdY+gjTyQ20H
M0GlCqRoQgkDiHbwCRPSzNJMDswAAQTajwEWgkrK8MEsg3hHBm45WAXIXSBnSkuB7kYACCAGPlAl
zgvOk+BAg/oW4gGoqAzcYhk+PrCvpaRBd08ABBCDMB+fEB84EPl5eaEhD1EvA/UPPPBAtoKN45OW
Ap9UCxBADEJCQnxCYK9AbIQHEz804GSggQcOLJAoqNiSBl1J4AAQQAxC4K0YoPIApAgcUHxgrVB3
QB0FcQvUdXy8UuALPwACiIFPmE8IYjPEgXzwyOKD+wDsXj6YO0CKpMGXdQAEEIMIn5Ag0FLQqSYy
kCQgA0kjEGfy8sEYYGdAUgIonkEHOwIEEIOQMCjAwKeLQCs8sDEgW/lkILHPB41/SBIBO10aaDGz
A0AAgZZgC0OONwGHLkiDDDSSwfUItDYCV+Jgn4CdLgU6g5MZIIDANgtCj9CBJh+wMeCTVsCe5oOQ
0HDgg6YwB2D6BAggBkEh0LEgkON3QFrANkOCjR/mWIi5YHdBw0MafGMGQAAxAF0tJAg5GAVSLvCB
UxE/1KXQJA7JiDKwOAA6WwzoZ4AAAsazkKCQAOQ4F2g0y0CqTEgqBbcbwI4GlZRgJ4GdzQwMMYAA
YhAGuRt23BA4kHjBQQM+0AaSZPigKYOXFyogA0wkoGPtAQIIFGCCQHeDncmP8BY/1LUyEFFwkPFD
ggFkgRQ4kQAEEAOfkLCQIOw0GIhqSH0NjjYZaIaDJFqIsSDzpUHHojMDBBAoVwkL8UM8DfExpLLm
ByvlgxY74JzCzwutx4E2gy6EcQAIIGBUAW0W4hcCn7AECSl+Pnj8QvKgDCyPQx0FtBl8qQtAADEI
gSMalKWhpREfpG3DB3UF1CRoxuaFFndS4Js8AAIImJ9huiEOAucocJRDowXiB15eXj5Y4gf5GXzt
EEAAAZ0N0g3uQkHs5oMGLjiZQ6sEPmhOhZWevCBnizIDBBADOKZAdkPP8eOFtowgMQvRBCtEIClb
BmwzEzOLA0AAAQsDYEEEXvkNtxpalEBaw+Cygw+aWPjhmRV03D0zQAAxgDOVEBiCdUCKb1hxzI9w
ggxyTILv7hEFCCBQCgOlEqAR4DIYlj34wekBmkchJMTnvODoglxxAxBADOCgBpWCQlCXwyoVWDkr
A8tR/FCLQVEuBc7PAAHEIAzSDXI7ONAhBvDByjlw4EMrEX5EZcMP0gyMK4AAAgUYuNyHehtoFC+s
uOWDVBqwugqSIyFm8QMdbckMEEAM0BQCDjcQBXU75HBDSEaEVJFQEYinITYDBBDU2ULA2IZ6HRhu
MogSH6mKhRUtoPhjZmJxEGUGCCCgs8E2gxwtCMqeQGfz8cjALYVWzMC6HVprQwpucHXDDBBAoAIQ
HFggmg+cWEBjHLxIfgW1RmW5IdEILZfA1Q2TA0AAgXKVMDisIFEmBPc1tEUCbVMAESTZQpKKNPhQ
YYAAguQqSOIGulsYVGMiN4F5YT0tSHEOrTBA1Q3Q3QABBMtVYLvBLhcCHeII8SzIvTygjiWotwa1
FxLXYGczAwQQA9i7IItBzofGOKgBCOoQI3XxZGFZBNK04AefqQwQQAx8UGdDrQYawgtq/kEa/LKQ
jhJYOzRxQsKNCWgGPzNAAAHjGeJshBGg7AXpJ4Ddyw2xnReaavihjQYQEyCAGMCBBE5ZwhDHg45l
4AFbLMsri9Auyw8r0cEFHbhSAgggBiFoxhCGhRgwbYM7FeDA4oF7Glq4wcphcDsFIIAY4NEsxAdN
KbxMwBa3LK8sxN+w0IZWJhDLIfU4H0AAQROJIDSJANOYkCAorHnA3WEQAo0hgAhYaQArEIEEQAAx
wHSCcxTIBFBo8/LAbYWEF0gvuDCFVvSQ4g4ggEApTBCaLcAZBJjERHh5wLEEtRWEQRkDkrigBQJY
O0AAMQBbJKAgBheCkFTKB06YUK3gJMoN6WPywZtGkPYFL0AAAQsDoM2CCJuFwWcxgDuj4AEfWCSD
ShK4RkjNIgMQQMDQBuuFlCLCQuDCADQ+JQsZswHZCmsFQyMZWpoA3QEQQAwgvVCbwUYICoGSJyRl
g0dd4ACeSCBFKJAHEEBwm0HOhrSAwWcfgxwN1ykDb8fywusuUMgABBDEZlh2AidUXiFmsDZuJEsh
zoZ2hGDBzQ8QQCCbBaFRDA50XiFwdkZ1Lrw85Iec8AqtEwACCGKzEMS/fOCEzgvuiSLshJYfMjKw
XhMftH0pAxBAED9DgkuYD1JlMMM18kFqaVhbkk8GOkgASdx8AAEGAN6YdQ3kjRYZAAAAAElFTkSu
QmCC

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/master07.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\master07.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DRobots content=3DNoIndex>
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<![if !ppt]><script src=3Dscript.js></script>
<script>
<!--
	parent.location.href=3Ddocument.all.item("Main-File").href
//-->
</script>
<![endif]>
</head>

<body>

<div v:shape=3D"_x0000_s48140" class=3DCT>Click to edit Master title style<=
/div>

<div v:shape=3D"_x0000_s48141" class=3DCB>Click to edit Master subtitle sty=
le</div>

<div v:shape=3D"_x0000_s48142" class=3DO><span lang=3DEN-US style=3D'font-f=
amily:Arial;
font-size:58%;color:#EBD189;mso-color-index:3;mso-field-code:meta0'>&#8249;=
date/time&#8250;</span><span
style=3D'font-family:Arial;font-size:58%;color:#EBD189;mso-color-index:3;
mso-special-format:lastCR'>&#13;</span></div>

<div v:shape=3D"_x0000_s48143" class=3DO style=3D'text-align:center'><span
style=3D'font-family:Arial;font-size:58%;color:#EBD189;mso-color-index:3;
mso-field-code:meta15'>&#8249;footer&#8250;</span><span style=3D'font-famil=
y:
Arial;font-size:58%;color:#EBD189;mso-color-index:3;mso-special-format:last=
CR'>&#13;</span></div>

<div v:shape=3D"_x0000_s48144" class=3DO style=3D'text-align:right'><span
style=3D'font-family:Arial;font-size:58%;color:#EBD189;mso-color-index:3;
mso-field-code:meta16'>&#8249;#&#8250;</span><span style=3D'font-family:Ari=
al;
font-size:58%;color:#EBD189;mso-color-index:3;mso-special-format:lastCR'>&#=
13;</span></div>

</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/master07.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"

<xml xmlns:v=3D"urn:schemas-microsoft-com:vml"
 xmlns:o=3D"urn:schemas-microsoft-com:office:office"
 xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
 xmlns:oa=3D"urn:schemas-microsoft-com:office:activation">
 <o:shapelayout v:ext=3D"edit">
  <o:idmap v:ext=3D"edit" data=3D"47"/>
 </o:shapelayout><p:colorscheme
  colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33=
"/>
 <v:background id=3D"_x0000_s48129" o:bwmode=3D"white" fillcolor=3D"#00007a=
 [0]"
  o:targetscreensize=3D"800,600">
  <v:fill color2=3D"#000054 [2]" focus=3D"-50%" type=3D"gradient"/>
 </v:background><p:shaperange id=3D"_x0000_s48130">
  <v:shape id=3D"_x0000_s48130" style=3D'position:absolute;left:-.875pt;top=
:144.625pt;
   width:178.625pt;height:213.375pt;mso-wrap-style:none;v-text-anchor:middl=
e'
   coordsize=3D"1429,1707" o:bwmode=3D"undrawn" path=3D"m808,283l673,252,65=
4,,488,13,476,252,365,290,206,86,95,148,200,376r-74,74l,423r,850l101,1226r8=
0,80l70,1509r105,87l365,1411r111,37l501,1700r166,7l685,1442r141,-37l993,159=
0r110,-68l993,1300r74,-93l1288,1312r67,-116l1153,1047r24,-129l1429,894r-6,-=
130l1171,727r-25,-98l1349,487,1282,370r-228,92l980,388,1097,173,986,105,808=
,283xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#555bad [5]" angle=3D"-90" type=3D"gradient"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><v:shape id=3D"_x0000_s48131" style=3D'position:absolute;left:8=
.5pt;
   top:1.25pt;width:66pt;height:62pt;mso-wrap-style:none;v-text-anchor:midd=
le'
   coordsize=3D"528,496" o:bwmode=3D"undrawn" path=3D"m335,56l293,46,288,,2=
38,r-6,46l198,58,146,,114,14r33,70l124,107,50,81,32,109r58,50l80,197,2,202,=
,244r80,12l88,292,29,345r21,33l116,347r25,25l107,435r32,27l198,404r34,12l24=
0,494r52,2l297,414r44,-11l393,460r34,-21l393,370r23,-29l484,374r21,-36l442,=
292r8,-40l528,244r-2,-40l448,193r-8,-31l503,119,482,82r-70,29l389,88,425,21=
,391,,335,56xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#fcab40 [4]" angle=3D"-135" type=3D"gradient"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><v:shape id=3D"_x0000_s48132" style=3D'position:absolute;left:9=
3.875pt;
   top:27.875pt;width:178.5pt;height:178.75pt;mso-wrap-style:none;
   v-text-anchor:middle' coordsize=3D"2312,2313" o:bwmode=3D"undrawn" path=
=3D"m1469,384l1285,342,1260,,1035,17r-17,325l868,393,651,117,501,201,643,50=
9,543,610,217,493,142,618,392,835r-41,167l8,1027,,1211r351,50l384,1419,125,=
1653r92,142l509,1661r109,109l467,2045r142,117l868,1912r150,50l1052,2304r225=
,9l1302,1954r192,-50l1720,2154r150,-92l1720,1762r100,-126l2120,1778r92,-158=
l1937,1419r33,-175l2312,1211r-8,-176l1962,985,1928,852,2204,660,2112,501,18=
03,626,1703,526,1861,234,1711,142,1469,384xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#000054 [2]" angle=3D"-45" type=3D"gradient"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><v:shape id=3D"_x0000_s48133" style=3D'position:absolute;left:1=
99.375pt;
   top:100pt;width:289pt;height:289.125pt;mso-wrap-style:none;v-text-anchor=
:middle'
   coordsize=3D"2312,2313" o:bwmode=3D"undrawn" path=3D"m1469,384l1285,342,=
1260,,1035,17r-17,325l868,393,651,117,501,201,643,509,543,610,217,493,142,6=
18,392,835r-41,167l8,1027,,1211r351,50l384,1419,125,1653r92,142l509,1661r10=
9,109l467,2045r142,117l868,1912r150,50l1052,2304r225,9l1302,1954r192,-50l17=
20,2154r150,-92l1720,1762r100,-126l2120,1778r92,-158l1937,1419r33,-175l2312=
,1211r-8,-176l1962,985,1928,852,2204,660,2112,501,1803,626,1703,526,1861,23=
4,1711,142,1469,384xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#000054 [2]" angle=3D"-135" focus=3D"100%" type=3D"gra=
dient"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><v:shape id=3D"_x0000_s48134" style=3D'position:absolute;left:.=
25pt;
   top:377.75pt;width:269.125pt;height:165.125pt;mso-wrap-style:none;
   v-text-anchor:middle' coordsize=3D"2153,1321" o:bwmode=3D"undrawn" path=
=3D"m1368,358l1197,318,1173,,964,16,948,318,808,366,606,109,467,187,599,474=
r-93,94l202,459,132,576,365,778,327,933,7,956,,1128r327,46l358,1321r1446,l1=
835,1158r318,-30l2146,964,1827,917,1795,793,2052,615,1967,467,1679,583r-93,=
-93l1733,218,1593,132,1368,358xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill opacity=3D".5"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><v:shape id=3D"_x0000_s48135" style=3D'position:absolute;left:3=
53.875pt;
   top:348.5pt;width:178.25pt;height:178.25pt;mso-wrap-style:none;
   v-text-anchor:middle' coordsize=3D"2312,2313" o:bwmode=3D"undrawn" path=
=3D"m1469,384l1285,342,1260,,1035,17r-17,325l868,393,651,117,501,201,643,50=
9,543,610,217,493,142,618,392,835r-41,167l8,1027,,1211r351,50l384,1419,125,=
1653r92,142l509,1661r109,109l467,2045r142,117l868,1912r150,50l1052,2304r225=
,9l1302,1954r192,-50l1720,2154r150,-92l1720,1762r100,-126l2120,1778r92,-158=
l1937,1419r33,-175l2312,1211r-8,-176l1962,985,1928,852,2204,660,2112,501,18=
03,626,1703,526,1861,234,1711,142,1469,384xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#000054 [2]" angle=3D"-135" type=3D"gradient"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><v:shape id=3D"_x0000_s48136" style=3D'position:absolute;left:4=
44.625pt;
   top:38.375pt;width:230.625pt;height:230.75pt;mso-wrap-style:none;
   v-text-anchor:middle' coordsize=3D"2312,2313" o:bwmode=3D"undrawn" path=
=3D"m1469,384l1285,342,1260,,1035,17r-17,325l868,393,651,117,501,201,643,50=
9,543,610,217,493,142,618,392,835r-41,167l8,1027,,1211r351,50l384,1419,125,=
1653r92,142l509,1661r109,109l467,2045r142,117l868,1912r150,50l1052,2304r225=
,9l1302,1954r192,-50l1720,2154r150,-92l1720,1762r100,-126l2120,1778r92,-158=
l1937,1419r33,-175l2312,1211r-8,-176l1962,985,1928,852,2204,660,2112,501,18=
03,626,1703,526,1861,234,1711,142,1469,384xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#000054 [2]" angle=3D"-135" focus=3D"100%" type=3D"gra=
dient"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><v:shape id=3D"_x0000_s48137" style=3D'position:absolute;left:5=
62.75pt;
   top:201.25pt;width:158.125pt;height:314.75pt;mso-wrap-style:none;
   v-text-anchor:middle' coordsize=3D"1265,2518" o:bwmode=3D"undrawn" path=
=3D"m1265,l1128,18r-18,354l946,428,710,127,546,219,701,555,592,665,237,537,=
155,674,427,911r-44,182l9,1121,,1322r383,54l419,1549,136,1804r101,155l555,1=
813r119,119l509,2232r155,128l946,2087r164,55l1147,2515r118,3l1265,xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#555bad [5]" angle=3D"-90" focus=3D"100%" type=3D"grad=
ient"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><v:shape id=3D"_x0000_s48138" style=3D'position:absolute;left:3=
13.125pt;
   top:-67.125pt;width:135.625pt;height:270pt;rotation:-90;mso-wrap-style:n=
one;
   v-text-anchor:middle' coordsize=3D"1265,2518" o:bwmode=3D"undrawn" path=
=3D"m1265,l1128,18r-18,354l946,428,710,127,546,219,701,555,592,665,237,537,=
155,674,427,911r-44,182l9,1121,,1322r383,54l419,1549,136,1804r101,155l555,1=
813r119,119l509,2232r155,128l946,2087r164,55l1147,2515r118,3l1265,xe"
   fillcolor=3D"#00007a [0]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#555bad [5]" angle=3D"-90" focus=3D"100%" type=3D"grad=
ient"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape></p:shaperange>
 <p:shaperange id=3D"_x0000_s48139">
  <v:shapetype id=3D"_x0000_t75" coordsize=3D"21600,21600" o:spt=3D"75"
   o:preferrelative=3D"t" path=3D"m@4@5l@4@11@9@11@9@5xe" filled=3D"f" stro=
ked=3D"f">
   <v:stroke joinstyle=3D"miter"/>
   <v:formulas>
    <v:f eqn=3D"if lineDrawn pixelLineWidth 0"/>
    <v:f eqn=3D"sum @0 1 0"/>
    <v:f eqn=3D"sum 0 0 @1"/>
    <v:f eqn=3D"prod @2 1 2"/>
    <v:f eqn=3D"prod @3 21600 pixelWidth"/>
    <v:f eqn=3D"prod @3 21600 pixelHeight"/>
    <v:f eqn=3D"sum @0 0 1"/>
    <v:f eqn=3D"prod @6 1 2"/>
    <v:f eqn=3D"prod @7 21600 pixelWidth"/>
    <v:f eqn=3D"sum @8 21600 0"/>
    <v:f eqn=3D"prod @7 21600 pixelHeight"/>
    <v:f eqn=3D"sum @10 21600 0"/>
   </v:formulas>
   <v:path o:extrusionok=3D"f" gradientshapeok=3D"t" o:connecttype=3D"rect"=
/>
   <o:lock v:ext=3D"edit" aspectratio=3D"t"/>
  </v:shapetype><v:shape id=3D"_x0000_s48139" type=3D"#_x0000_t75" style=3D=
'position:absolute;
   left:.25pt;top:-.25pt;width:63.25pt;height:540pt' o:bwmode=3D"inverseGra=
y">
   <v:imagedata src=3D"master06_image001.png" o:title=3D"Facbanna"/>
  </v:shape></p:shaperange>
 <p:shaperange id=3D"_x0000_s48140">
  <v:shapetype id=3D"_x0000_s48140" style=3D'position:absolute;left:90pt;to=
p:180pt;
   width:612pt;height:90pt;v-text-anchor:bottom' coordsize=3D"21600,21600"
   o:master=3D"" o:spt=3D"1" path=3D"m,l,21600r21600,l21600,xe" filled=3D"f"
   fillcolor=3D"#fcab40 [4]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#00007a [0]" o:detectmouseclick=3D"t"/>
   <v:stroke joinstyle=3D"miter" o:forcedash=3D"t"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
   <o:lock v:ext=3D"edit" grouping=3D"t"/>
   <p:placeholder type=3D"centerTitle"/>
  </v:shapetype></p:shaperange>
 <p:shaperange id=3D"_x0000_s48141">
  <v:shapetype id=3D"_x0000_s48141" style=3D'position:absolute;left:168pt;t=
op:324pt;
   width:7in;height:138pt' coordsize=3D"21600,21600" o:master=3D"" o:spt=3D=
"1"
   path=3D"m,l,21600r21600,l21600,xe" filled=3D"f" fillcolor=3D"#fcab40 [4]"
   stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#00007a [0]" o:detectmouseclick=3D"t"/>
   <v:stroke joinstyle=3D"miter" o:forcedash=3D"t"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
   <o:lock v:ext=3D"edit" grouping=3D"t"/>
   <p:placeholder type=3D"subTitle" position=3D"1"/>
  </v:shapetype></p:shaperange>
 <p:shaperange id=3D"_x0000_s48142">
  <v:shapetype id=3D"_x0000_s48142" style=3D'position:absolute;left:90pt;to=
p:492pt;
   width:150pt;height:36pt;v-text-anchor:bottom' coordsize=3D"21600,21600"
   o:master=3D"" o:spt=3D"1" path=3D"m,l,21600r21600,l21600,xe" filled=3D"f"
   fillcolor=3D"#fcab40 [4]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#00007a [0]" o:detectmouseclick=3D"t"/>
   <v:stroke joinstyle=3D"miter" o:forcedash=3D"t"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
   <o:lock v:ext=3D"edit" grouping=3D"t"/>
   <p:placeholder type=3D"dateTime" position=3D"2" size=3D"half"/>
  </v:shapetype></p:shaperange>
 <p:shaperange id=3D"_x0000_s48143">
  <v:shapetype id=3D"_x0000_s48143" style=3D'position:absolute;left:282pt;t=
op:492pt;
   width:228pt;height:36pt;v-text-anchor:bottom' coordsize=3D"21600,21600"
   o:master=3D"" o:spt=3D"1" path=3D"m,l,21600r21600,l21600,xe" filled=3D"f"
   fillcolor=3D"#fcab40 [4]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#00007a [0]" o:detectmouseclick=3D"t"/>
   <v:stroke joinstyle=3D"miter" o:forcedash=3D"t"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
   <o:lock v:ext=3D"edit" grouping=3D"t"/>
   <p:placeholder type=3D"footer" position=3D"3" size=3D"quarter"/>
  </v:shapetype></p:shaperange>
 <p:shaperange id=3D"_x0000_s48144">
  <v:shapetype id=3D"_x0000_s48144" style=3D'position:absolute;left:552pt;t=
op:492pt;
   width:150pt;height:36pt;v-text-anchor:bottom' coordsize=3D"21600,21600"
   o:master=3D"" o:spt=3D"1" path=3D"m,l,21600r21600,l21600,xe" filled=3D"f"
   fillcolor=3D"#fcab40 [4]" stroked=3D"f" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#00007a [0]" o:detectmouseclick=3D"t"/>
   <v:stroke joinstyle=3D"miter" o:forcedash=3D"t"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
   <o:lock v:ext=3D"edit" grouping=3D"t"/>
   <p:placeholder type=3D"slideNumber" position=3D"4" size=3D"quarter"/>
  </v:shapetype></p:shaperange>
</xml>
------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/pres.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"

<xml xmlns:v=3D"urn:schemas-microsoft-com:vml"
 xmlns:o=3D"urn:schemas-microsoft-com:office:office"
 xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
 xmlns:oa=3D"urn:schemas-microsoft-com:office:activation">
 <p:presentation sizeof=3D"screen" gridspacingx=3D"49152" gridspacingy=3D"4=
9152">
  <p:master id=3D"6" slidesn=3D"0,0" type=3D"main" href=3D"master06.htm"
   xmlhref=3D"master06.xml" template=3D"Factory" layout=3D"title_body"
   slots=3D"title,body,dateTime,footer,slideNumber">
   <p:schemes>
    <p:colorscheme
     colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccf=
f33"/>
    <p:colorscheme
     colors=3D"#ffffcc,#000000,#ede1af,#993300,#cac0e2,#dfc977,#660033,#993=
366"/>
    <p:colorscheme
     colors=3D"#ffffff,#000000,#eaeaea,#000000,#dddddd,#b2b2b2,#4d4d4d,#969=
696"/>
    <p:colorscheme
     colors=3D"#762700,#eaeaea,#481800,#ebd189,#fcab40,#ad717f,#ffff99,#cc9=
900"/>
    <p:colorscheme
     colors=3D"#4e009c,#eaeaea,#330066,#ebd189,#fcab40,#8871bb,#99cc00,#808=
000"/>
    <p:colorscheme
     colors=3D"#4d6a2a,#eaeaea,#454425,#ebd189,#fcab40,#a59e79,#ffcc00,#ccc=
c00"/>
    <p:colorscheme
     colors=3D"#0d0a46,#eaeaea,#3c2924,#ebd189,#fcab40,#633d4e,#ffcc66,#99c=
c00"/>
   </p:schemes>
  </p:master>
  <p:master id=3D"7" slidesn=3D"0,0" type=3D"title" href=3D"master07.htm"
   xmlhref=3D"master07.xml" layout=3D"title_subtitle"
   slots=3D"centerTitle,subTitle,dateTime,footer,slideNumber"/>
  <p:master id=3D"1" slidesn=3D"1C62C4D,1A227E90" type=3D"notes" href=3D"ma=
ster01.htm"
   layout=3D"notes" slots=3D"header,dateTime,slideImage,body,footer,slideNu=
mber"/>
  <p:slide id=3D"1" slidesn=3D"0,0" href=3D"slide0001.htm"/>
  <p:slide id=3D"24" slidesn=3D"0,0" href=3D"slide0024.htm" layout=3D"title=
_body"
   slots=3D"title,body"/>
  <p:slide id=3D"2" slidesn=3D"0,0" href=3D"slide0002.htm"
   overridemasteranimations=3D"t"/>
  <p:slide id=3D"3" slidesn=3D"0,0" href=3D"slide0003.htm" layout=3D"title_=
body"
   slots=3D"title,body" overridemasteranimations=3D"t"/>
  <p:slide id=3D"4" slidesn=3D"0,0" href=3D"slide0004.htm"/>
  <p:slide id=3D"5" slidesn=3D"0,0" href=3D"slide0005.htm" layout=3D"title_=
body"
   slots=3D"title,body"/>
  <p:slide id=3D"22" slidesn=3D"0,0" href=3D"slide0022.htm" collapseoutline=
=3D"t"
   overridemasteranimations=3D"t"/>
  <p:slide id=3D"20" slidesn=3D"0,0" href=3D"slide0020.htm" layout=3D"title=
_body"
   slots=3D"title,body" overridemasteranimations=3D"t"/>
  <p:slide id=3D"7" slidesn=3D"0,0" href=3D"slide0007.htm"/>
  <p:slide id=3D"25" slidesn=3D"0,0" href=3D"slide0025.htm" layout=3D"title=
_body"
   slots=3D"title,body" overridemasteranimations=3D"t"/>
  <p:slide id=3D"26" slidesn=3D"0,0" href=3D"slide0026.htm" layout=3D"title=
_body"
   slots=3D"title,body"/>
  <p:slide id=3D"15" slidesn=3D"0,0" href=3D"slide0015.htm"
   overridemasteranimations=3D"t"/>
  <p:slide id=3D"16" slidesn=3D"0,0" href=3D"slide0016.htm" layout=3D"title=
_body"
   slots=3D"title,body" overridemasteranimations=3D"t"/>
  <p:slide id=3D"17" slidesn=3D"0,0" href=3D"slide0017.htm" layout=3D"title=
_body"
   slots=3D"title,body" overridemasteranimations=3D"t"/>
  <p:slide id=3D"18" slidesn=3D"0,0" href=3D"slide0018.htm" layout=3D"title=
_body"
   slots=3D"title,body" overridemasteranimations=3D"t"/>
  <p:slide id=3D"19" slidesn=3D"0,0" href=3D"slide0019.htm" layout=3D"title=
_body"
   slots=3D"title,body" overridemasteranimations=3D"t"/>
  <p:slide id=3D"23" slidesn=3D"1C130DC,33B93A40" href=3D"slide0023.htm"/>
  <p:viewstate type=3D"outline" scale=3D"50" restoredleft=3D"322" manualadj=
ustleft=3D"t"/>
  <p:font name=3D"Times New Roman" charset=3D"0" type=3D"4" family=3D"18"/>
  <p:font name=3D"Arial" charset=3D"0" type=3D"4" family=3D"34"/>
  <p:font name=3D"Arial Narrow" charset=3D"0" type=3D"4" family=3D"34"/>
  <p:font name=3D"Wingdings" charset=3D"2" type=3D"4" family=3D"2"/>
  <p:font name=3D"Symbol" charset=3D"2" type=3D"4" family=3D"18"/>
  <p:font name=3D"Century Schoolbook" charset=3D"0" type=3D"4" family=3D"18=
"/>
  <p:headersfooters formatid=3D"0" noheader=3D"t"/>
  <p:pptdocumentsettings framecolors=3D"WhiteTextOnBlack" hideslideanimatio=
n=3D"t"
   browsersupport=3D"v4"/>
 </p:presentation>
 <o:shapedefaults v:ext=3D"edit" spidmax=3D"51202" style=3D'mso-wrap-style:=
none'/>
</xml>
------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0001.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0001.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription content=3D"2/7/2006">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<!--[if gte IE 5]>
<object id=3DMSOANIM classid=3D"CLSID:A4639D2F-774E-11D3-A490-00C04F6843FB"=
></object>
<object id=3DMSOTIME classid=3D"CLSID:A4639D29-774E-11D3-A490-00C04F6843FB"=
></object>
<![endif]-->
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<style>
<!--
oa\:* { BEHAVIOR: url(#MSOANIM#ANIM) url(#MSOTIME#TIME) }
oa\:par,oa\:seq,oa\:iterate { BEHAVIOR:url(#MSOTIME) }
oa\:video,oa\:audio {BEHAVIOR:url(#MSOTIME) url(#MSOTIME#MEDIA) }
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><script><!--
g_animItemsToHide=3Dnew Array("_x0000_s2055");

//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><p:slidetransition advancetime=3D"0"
 effect=3D"random" direction=3D"transition" flag=3D"1"/><o:shapelayout v:ex=
t=3D"edit">
 <o:idmap v:ext=3D"edit" data=3D"2"/>
</o:shapelayout>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()" oa:clockstart=3D"onstart">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden;filter:revealtrans(Duration=3D1, Transition=3D23)'><p:sli=
de
 coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><v:shapetype id=3D"_x0000_=
t163"
  coordsize=3D"21600,21600" o:spt=3D"163" adj=3D"11475" path=3D"m,l21600,m,=
21600c7200@1,14400@1,21600,21600e">
  <v:formulas>
   <v:f eqn=3D"prod #0 4 3"/>
   <v:f eqn=3D"sum @0 0 7200"/>
   <v:f eqn=3D"val #0"/>
   <v:f eqn=3D"prod #0 2 3"/>
   <v:f eqn=3D"sum @3 7200 0"/>
  </v:formulas>
  <v:path textpathok=3D"t" o:connecttype=3D"custom" o:connectlocs=3D"10800,=
0;0,10800;10800,@2;21600,10800"
   o:connectangles=3D"270,180,90,0"/>
  <v:textpath on=3D"t" fitshape=3D"t" xscale=3D"t"/>
  <v:handles>
   <v:h position=3D"center,#0" yrange=3D"1350,21600"/>
  </v:handles>
  <o:lock v:ext=3D"edit" text=3D"t" shapetype=3D"t"/>
 </v:shapetype><v:shape id=3D"_x0000_s2050" type=3D"#_x0000_t163" style=3D'=
position:absolute;
  left:156pt;top:66pt;width:402pt;height:306pt' adj=3D"16518">
  <v:fill color2=3D"#707070" angle=3D"-135" focus=3D"50%" type=3D"gradient"=
/>
  <v:shadow color=3D"#868686"/>
  <o:extrusion v:ext=3D"view" backdepth=3D"30pt" color=3D"#939676" on=3D"t"
   rotationangle=3D"30,-36" viewpoint=3D"0,0" viewpointorigin=3D"0,0" skewa=
ngle=3D"0"
   skewamt=3D"0" brightness=3D"10000f" lightposition=3D"-50000,-50000" ligh=
tlevel=3D"44000f"
   lightposition2=3D"50000" lightlevel2=3D"24000f" type=3D"perspective"/>
  <v:textpath style=3D'font-family:"Impact";v-text-kern:t' trim=3D"t" fitpa=
th=3D"t"
   xscale=3D"f" string=3D"MATH"/>
 </v:shape><![if !vml]><img border=3D0 v:shapes=3D"_x0000_s2050"
 src=3D"slide0001_image004.gif" alt=3DMATH style=3D'position:absolute;top:3=
.5%;
 left:17.41%;width:54.3%;height:72.75%'><![endif]><v:shape id=3D"_x0000_s20=
52"
  type=3D"#_x0000_t75" style=3D'position:absolute;left:510pt;top:18pt;width=
:192.375pt;
  height:302.375pt'>
  <v:imagedata src=3D"slide0001_image005.wmz" o:title=3D"j0140251"/>
 </v:shape><![if !vml]><img border=3D0 v:shapes=3D"_x0000_s2052"
 src=3D"slide0001_image006.gif" style=3D'position:absolute;top:3.25%;left:7=
0.78%;
 width:26.77%;height:56.0%'><![endif]><v:shape id=3D"_x0000_s2054" type=3D"=
#_x0000_t75"
  style=3D'position:absolute;left:3.875pt;top:4in;width:196.75pt;height:234=
pt'>
  <v:imagedata src=3D"slide0001_image007.gif" o:title=3D"ag00261_"/>
  <o:lock v:ext=3D"edit" cropping=3D"t"/>
 </v:shape><![if !vml]><img border=3D0 v:shapes=3D"_x0000_s2054"
 src=3D"slide0001_image007.gif" style=3D'position:absolute;top:53.25%;left:=
.56%;
 width:27.34%;height:43.25%'><![endif]><![if !ppt]>
 <div style=3D'display:none'><![endif]><v:shape id=3D"_x0000_s2055" type=3D=
"#_x0000_t75"
  style=3D'position:absolute;left:366pt;top:330pt;width:24pt;height:24pt'>
  <v:fill o:detectmouseclick=3D"t"/>
  <v:imagedata src=3D"slide0001_image008.gif" o:title=3D""/>
  <o:lock v:ext=3D"edit" rotation=3D"t"/>
  <p:animation number=3D"1" delay=3D"0" type=3D"noBuild" effect=3D"cut"
   direction=3D"noBlack" flag=3D"1284"/><p:onmouseclick action=3D"playMedia=
"/><p:media
   type=3D"midi"
   href=3D"file:///C:\WINDOWS\Application%20Data\Microsoft\Media%20Catalog\=
Downloaded%20Clips\cl0\vampir01.mid"/></v:shape><![if !ppt]></div>
 <![endif]><![if !ppt]>
 <div onclick=3D"window.event.cancelBubble=3Dtrue;" style=3D'position:absol=
ute;
 top:61.0%;left:50.74%;width:3.55%;height:4.75%;cursor:hand'><![endif]><map
 name=3D"map_s7"><area href=3D"javascript:PlaySound('sound002.mid',false);"
 onclick=3D"window.event.cancelBubble=3Dtrue;" shape=3Drect
 coords=3D"0, 0, 19, 19"></map><![if !ppt]><img border=3D0 v:shapes=3D"_x00=
00_s2055"
 src=3D"slide0001_image008.gif" usemap=3D"#map_s7" style=3D'position:absolu=
te;
 top:0%;left:0%;width:94.73%;height:94.73%'><![endif]><![if !ppt]></div>
 <![endif]></p:slide></div>

<p:animation number=3D"1862573696"/><oa:par id=3D"TimeNode0" dur=3D"indefin=
ite"
 restart=3D"never" p:nodeType=3D"timingRoot">
 <oa:seq id=3D"TimeNode1" dur=3D"indefinite" prev=3D"document.onpptprev"
  next=3D"document.onpptnext" concurrent=3D"enabled" nextAction=3D"seek"
  p:nodeType=3D"mainSeq">
  <oa:par id=3D"TimeNode2" begin=3D"indefinite;TimeNode1.onbegin" fill=3D"h=
old">
   <oa:par id=3D"TimeNode3" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode4" o:presetID=3D"ppt_1" o:presetClass=3D"mediacal=
l"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:command id=3D"TimeNode5" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"TimeNode6" type=3D"call" cmd=3D"playFrom(0.0)"/>
    </oa:par>
   </oa:par>
  </oa:par>
 </oa:seq>
 <oa:audio src=3D"sound002.mid" o:srcRefType=3D"shape" o:srcRef=3D"_x0000_s=
2055"
  volume=3D"50.0" id=3D"TimeNode6" begin=3D"indefinite"
  end=3D"document.onpptnext;document.onpptprev;document.onstopaudio"
  repeatCount=3D"1.0" fill=3D"hold" o:display=3D"hidden"/>
</oa:par>
</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/master06_background.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/master06_image002.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/master06_image003.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0001_image004.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0001_image005.wmz
Content-Transfer-Encoding: base64
Content-Type: image/x-wmz
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=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0001_image006.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0001_image007.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0001_image008.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0024.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0024.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription content=3D"2/7/2006: Chapter 5 ">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><o:shapelayout v:ext=3D"edit">
 <o:idmap v:ext=3D"edit" data=3D"43"/>
</o:shapelayout>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden'><p:slide coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47115"/><v:shape id=3D"_x0000_s44034" type=
=3D"#_x0000_m47115"
  style=3D'position:absolute;left:108.5pt;top:24pt;width:287.625pt;height:9=
0pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"title"/></v:shape><p:shaperange
  href=3D"master06.xml#_x0000_m47116"/><v:shape id=3D"_x0000_s44035" type=
=3D"#_x0000_m47116"
  style=3D'position:absolute;left:84pt;top:132pt;width:612pt;height:198pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"body" position=3D"1"/></v:shape>
 <div v:shape=3D"_x0000_s44034" class=3DT style=3D'position:absolute;top:11=
.25%;
 left:16.1%;width:38.01%;height:9.25%'>Chapter 5 </div>
 <div v:shape=3D"_x0000_s44035" class=3DB><span style=3D'position:absolute;
 top:25.5%;left:16.47%;width:84.45%;height:6.0%'><span style=3D'font-size:8=
8%'><span
 class=3DBB style=3D'position:absolute;left:-4.43%;top:.22em'>&reg;</span><=
/span><span
 style=3D'font-size:88%'>To solve problems related to investment, </span></=
span><span
 style=3D'position:absolute;top:31.75%;left:16.47%;width:89.13%;height:6.0%=
'><span
 style=3D'font-size:88%'>discounting notes, appraisal, commissions, </span>=
</span><span
 style=3D'position:absolute;top:38.0%;left:16.47%;width:85.2%;height:6.0%'>=
<span
 style=3D'font-size:88%'>interest and loans, buyer costs and seller </span>=
</span><span
 style=3D'position:absolute;top:44.25%;left:16.47%;width:79.4%;height:6.0%'=
><span
 style=3D'font-size:88%'>expenses, square footage and area, </span></span><=
span
 style=3D'position:absolute;top:50.24%;left:16.47%;width:79.4%;height:6.0%'=
><span
 style=3D'font-size:88%'>prorations and taxes.</span></span></div>
 <v:shape id=3D"_x0000_s44036" type=3D"#_x0000_t75" style=3D'position:absol=
ute;
  left:396pt;top:24pt;width:231.375pt;height:86.375pt;mso-wrap-style:none'
  fillcolor=3D"#fcab40 [4]" strokecolor=3D"#eaeaea [1]">
  <v:fill color2=3D"#00007a [0]"/>
  <v:imagedata src=3D"slide0024_image009.wmz" o:title=3D""/>
  <v:shadow color=3D"#000054 [2]"/>
 </v:shape><![if !vml]><img border=3D0 v:shapes=3D"_x0000_s44036"
 src=3D"slide0024_image010.gif" style=3D'position:absolute;top:4.5%;left:55=
.05%;
 width:32.2%;height:16.0%'><![endif]><v:shapetype id=3D"_x0000_t202" coords=
ize=3D"21600,21600"
  o:spt=3D"202" path=3D"m,l,21600r21600,l21600,xe">
  <v:stroke joinstyle=3D"miter"/>
  <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
 </v:shapetype><v:shape id=3D"_x0000_s44037" type=3D"#_x0000_t202" style=3D=
'position:absolute;
  left:96pt;top:324pt;width:582pt;height:122.375pt;mso-wrap-distance-left:0;
  mso-wrap-distance-right:0' filled=3D"f" fillcolor=3D"#fcab40 [4]" stroked=
=3D"f"
  strokecolor=3D"#eaeaea [1]">
  <v:fill color2=3D"#00007a [0]"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
 </v:shape>
 <div v:shape=3D"_x0000_s44037" class=3DO style=3D'mso-line-spacing:"100 50=
 0"'><span
 style=3D'position:absolute;top:61.0%;left:15.54%;width:78.46%;height:6.75%=
'><span
 style=3D'mso-special-format:bullet;position:absolute;left:-1.43%;top:.3em'=
>&#8226;</span><span
 style=3D'mso-spacerun:yes'>&nbsp;</span><span style=3D'font-size:133%'>Use
 amortization and other tables to<span
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></s=
pan></span><span
 style=3D'position:absolute;top:68.25%;left:14.41%;width:82.95%;height:6.75=
%'><span
 style=3D'font-size:133%'><span style=3D'mso-tab-count:1;width:12.05%'> </s=
pan>simplify
 real estate mathematical</span></span><span style=3D'position:absolute;
 top:75.25%;left:14.41%;width:79.02%;height:6.75%'><span style=3D'font-size=
:133%'><span
 style=3D'mso-tab-count:1;width:12.65%'> </span>computations</span></span><=
/div>
</p:slide></div>

</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0024_image009.wmz
Content-Transfer-Encoding: base64
Content-Type: image/x-wmz

H4sIAAAAAAACC82ad3iWRbbAz3nne4EkJBAgtBSRLk1qKJLQayA06QgI0rmIGBAQIiAad2EtsEoR
VsCGq7Ao6qq7V5ZdOyCwuqIuQgggQSkBAwEp2d9M3i/E+/Dc65+XPD+/+abPOWfOnJnPA3s+Wivy
U+GVwvG+8UZ7wr96A1UiRMyiCvxHNqjN86Gsd10H+zYV5eqFbL6q+wxptPssFXz31HNt1CssLHQ5
TbSqlOHzZ9e26J/Nb6wSlMv/aGH7KPpUKc3nVVoWLlpU3E6D/nxR/sKtGget8uivPZ+1TYL8JBXU
6FkpkNNyAU5KnuSQOihX5Gvm/pWU0wNSVb+VW/Wg1NYjcpueZEZnpKmel2ZaAFfB19s1RhtoJa2l
VbU6fxWgPERrNS2llbXQjVU8W+b0y1XmMev33KxGim1hWxb1UMH1aHu2I9iR7IiXwM7AzsTO6Jg0
dLOzs/xWarhZ29nbVfxbrrGiq3JILks2a7UrPM587Grtqu3qrRTi9FNJ0hzpoH+XFP2b3KHvy+36
ltTULVJJN1PnReq/QD8vyz55Tf4u2+Ut+Yv8UT6UDbJf1shheYp+n0R6j0ukPiHVdQVz+j1zXCWt
dS29Pidd6WkAPQ7R7TJSd8g9ulumMef7GHkWa8nQyzIbxWVoab0fyd2rtXWqNtdxmqrDtIema3/t
pEO1pY7SOnqXJupojdMxGguRUIrvhXIXEhpOb4PpdSAS6KNfMPKnUkdzpa2eEqsRK+eb20/YTr50
GpnsJDKNdYzQRyRN50s7ncW6piLjCVj2ONZ8txyRcfK5TJD/lqnI5j55VubJcnlYMuUJvq2j5FUZ
hY7vlF2SLt9JLzkrPTHrHlJRezGvvkhooPTUEcx7vEzRGTJXH5RH9DeyQlfLOqT2or4rr+ln8rp+
J2+hr7dV9S0s4w2tq1s1WTcjnedY/RM6SxfoEp1IKl2f1hRdqw11HZa4nhU/q/myCqms0H2yDPkv
1j/JPH0B2a9zEuqBPvroP53UrPSsFEejDytdK2krdSt9q4We2hetDHfasVqy2rJau4QGrSatVq12
30fLb6Btq3lrAdYarGVYC7GWYi3GWo61IGtJ1qKsZf1d3nCWZi3OWl4IC6xIL9YirWVaC7W6yXd6
mitz9GVZyEhZulN+xxpW6lF5Ri/Iama1in30NDvoKb1DlzHvh/QenaHzdKQu125IpZW+wMr+qBWR
perryPcNPSTbdJds0b/IZv2jbMSCV+tyeVwzZQkWMFsnySQdLcN0KFIbIMmajh77MMM+oqTPykBm
Pkz2yFisYopskQx5ThbLSnbHY7JeFpIzW96Xe2UvNnNEJiGBiXjOSVIF26qv92Kpc7CITBmKFUxn
9Ed1MX53ojxG79O1nfTXxtJca+JZEuSEVEdyCUirtjwqzWU81jUKSxsig6SfDOfbGOmMFbaX6ZIs
90tT7LMeNSvSIkp24il/QIqFfDbSkHTUCthgPNJszro7y3a9Sz7VJZKjz8ppfUcu6jdylX10Bfu7
oi00X7vqWe2jp3S85miWfoKcd2KNb+lr+qK+pyv1Q12snyPxA9jLd0j8iDbVo3i2oxqixVk5RI/f
6AeyX7cx0np5X3+Lpc+VTax3OrZpdRverburV7+J/0x3VlAH666OtVfXDfAivAJbYTu8A3+FnfAR
7IK98CV8A4fcjMKU5XtZ/Rb+BfthN375E/gH7ID34C3YBq/CS7AR1sNqsFZn53Mzz3/Dz/zgZn6/
24N2L9o9afem3aN2r9o9a/eu3cN2L9s9bfe23eN2r9s9b/d+a33Z+QLrE6xvsD7C+grrM6zvsD7E
+hLrU6xvsT7G+hrrc6zvsT7I+iLrk6xvsj7K+irrs6zvsj7M+jLr06xvsz7O+jrr86zvsz7Q+kIf
n2h9o/WR1ldan2l9p/WhS3ShrEWnj7BjpmqqpGszzoe6Eqs1sOEk+afUkK1Y5mNY6URJY/wx0kYe
kJayQBqSW4VdUw7PUAqphbDXUpx8EZKqldmLt8h8TUZS3eRPOlY+1KVY1To5ydrPYV0F2Otl9vdF
/FWedtYftLee0Luxxkf0A31c30e+r2Mtm/RtfRILydTPdJp+gbf7WrvoQU7ew2jyMPb6HZL9Fv/4
pX4ke/A3H+LV3sMzbGWdm3S602Oxre7efRNbTXAaLyu34Flr63V2+1XKf2Y3X0IHF6S9/oR3K0B6
P0sbyltTz9ad69q1k3s80YleoUzxrsk074rM8C7LfV6BZHgX5AHvvMz38mShd0YWeT/Kw95J+S2s
gDVermyEzbDNOyHvwN/gE+972QdfQ7Z3XHLhHFz2jomaYxIJFc1RSYDa0NjkSDJ0gF7miAyEkSZb
JsAMmGsOyxJYbg7JM/AU5ctpl2W+J/+kZJpTMs+clQxzTmaafJlmCmSSuSzjzFUZba7LKCNq1xiW
U6RGsPvKcMr7nEEh9OA5ebR2KN7b50wqAxFq64bbDfcidIRXRu/yfB3rGR1P0Gj7tf0PN6qDjdEB
ppT2NRFq665T22631OMsqM3fLVqTsWow5i2MncgcEhilOlFjVSKIKnqFqOki0dF5fPBFKc/3cuRH
Ux5FvaK52Dk1p2UzLcdcy3FilsNblsP6yukAGAqjYQJMhXuJ9GbDfHgIHoFl8CQ8A+tgI7yMf9kC
2+HdwB99BNZHfQHfwhHIhTwoYA7XoZRXVqMhDhKhDjSGVtAGUqAjdIWe0Af6w2AYCeNgCsyEByDT
i9KlsBxWwlrYBK/ANngHdsDHXqTuhQNwGE7AGSiAQihtIrU8VIVb0cdt0BzugK7QB3pT1tOU1W4m
WruYGO1kkKeJ1famgrYzFTXFxGkHU1k7m6rUqaY9TDxtEtFvkvYzNbQ7pEBLaAi1oLpBtxABApe8
WzQPciEbDsBe+AT+5iWxniTWlcT6knQjrIUVsAyWwkKYDTNgMoz1ErHBRB0E/SANenoJyDdBO0EK
tINkaAJ1IBEqQ7QXj77i0Vs8fiueMzYenxWv2fAN7IfPsMcPgnPtbXgdXg3OvudgLfweHoffwMOc
IpkwDzJgBkyBe2A0DIUB0Bu6Qiq0gebQgvFaaRLRZg1suaa2ZZ/YvXKn22/1ZbRXR0d5tdlLNXUI
8hoUrN3KYHIgk9mBjJYGMlsRyHBjINNtgYytrD8JZH8g0EVuoBurIwl0ZnVndVgr0GnLQMdW11bn
g00tHWbqqJ1bOEawe30oNvf/wabDvqeqm1uk8z23QRMk24JUG078FG2k7Yle25EXlvkiVz/VyXyM
VxffVp8zoSHraKzTvdv1Xq+ZzvJa6hwvWed5bXWBd4cu8lL0Ya+jPup11sfhaa+LrocXvK76Grzp
ddO/wj+87robvoSDXg895vXUU5AP17xe6hu8F1Q1aVoTGpo+2go6mL7ay6TrIBht+ulkmGX660Iz
QB+DFWagrjeDdDNsIn899VeZXvqU6a7LTGd91HTQRaa9zjdtdbZJ1pmmhU41TXWCaaRjzG06wtQt
1uWNmEpuElPVddKJdTdae7O1929787M3QHvPsWe0PatfIwI6rbXkmCOBCGmki09srGLvFrZ98Uh9
+97kLI9xI/m0Flqnuh5sT/Z7uMyOEOPVkl2MFh7xf797pruT6EU5E0rWGN/SBjg7/C5a3u+hsX5v
reCnaUW/j8b5fbWyn65V/X5aDeIhEepAPbgNGkIj6jSGJtS/nXZNad/M76XN/e7awu8MqdASmpLX
GBpQXp969ahfj3Z1aV+HvrBQv7bWh7p+LY3yk7QM+H6Cql9dr4eq6dVQZb0cqqQFoVi9EIrR86FS
mhe6KmdD51jTcfiK9OfwseSFdsi50LtyPrRd8kNbpCC0WS6HnpefQ5vkSmiDXAs9J9dD60X8daL+
s+L5ayXkr5FS/mopDRH+KikLMf4zEguVoAo0hNuhBWWtqXcH7VLpo5P/B+nqb5Qe/ouS5m+RdP9t
6e/vlAH+53BYmjkOwgFp6n8B+6SJv0ca+7vp8zOp738qdSAREqA6VCW/CsRBJX+XVKRuBdrE+nul
vL8f/gXfwFH4HnIp+4F6p2hzhrZn6SePPs9JK/+itPULJMW/LB39n6WLf1W6+9elp6/a2zfaxy+t
/f0YHehX1jv9Gnw2hE6k+/E5Svv5kzTNn6k9/Qzt7s/VLv6D2tHP1BT/IW3rL9ZW/hL0ukSrQAWI
Ji/CX4T+MtHfAr0Wmq9XQg/opVCG5oem6bnQ3Xo2NFjPhLqrtcckZ9XRsiSUqUtCa+WwY48877gg
3zlq6POOPprtsHUztZJrW0aUNrUhJdRXh/A5DwZTXgtsWXjn7DeZut+slfMOm87Ujq4sSV7VbFgr
38OPkAcXuKFe5v54Tf8g6m2QkPe8lPJekkhvi0R7b0s5byfshUOQLWfUchC+Zlf+C/5JX/vkB/1c
cnUPfe9hJ+8mzrdkuzHDcxtE+0HeWqJuS7b7XsGVlZYs0lnkH3Psllcc2S5/jqvTVvJJ53sH5YK3
Xy56H8slbwcR95/live6XPdeFTEvSchskjLmD1LWPCuxZo1UNquIwp+RmtAImkMb8lIo64yMepj1
kmY2SLp5QQaYzTLIbJEhZrsMNe/JcLNTRpjPiNS/gO9cxN4O2ppv6ONLIvp90sp8Li3NHvrdLc3M
LmlC/cbmU2kA9aEO1IQa5CdRnki9eOpXM3thv1QxB5hjtsOur7Jba4Qs5ftS6k5wrJUPHbvlJUe2
K091dRORcYRaOe9x5CP/fPSQjz5+Qi/n0U8eejoLp9DbSTju9Gj1WY4bTAw3n2huQpHcjCK4IZUm
4i9F5B/iBuBxEyjkLn1NS+vPxOjX3FgRekOnEWr1mOGw6Qi9odMItfp7xZEvOQ6bF6HhdeaTzic/
n1uVWz/rijM/wmWwZTfGWsp3u+6XHDYdUbw/2jndHIGTcBpdWXKLddbO1YtHVslu/nYdhdw3PKKX
kBfNestrGa+CRnpxGuVV0RiiqfKcmrFEB7FEBHlqaQaNiSpvg7p6hhvPKaK6H/RWbg019Djscdgx
kovnnUD7BKLTVIdNJ5eQX7KTWYbDppNLyC/ZySrHUYNoymLzkkvILxkZNYM6TlZWZnFEcXGmCdiy
G/2143s70xjq6UhHE7B5ySVknOzk+pLDppNL+A+7rkzWmak/wjldSJS9ALt4EFnOQ5YPqO9lIMf7
tKzH3cwbiwwHIb+uToY35HgHdECGnZFhNz2tREvay70w5Goa/achw7RiOU504zcL5NiBaL+/Jnmj
9VZvCtH/LK3vzdEG3jxuZQu0mZfJzQy/7S1C1ou1MwyEITCCvNGU3e0t5Fb7oE7y5upU5jvdm0n0
N5HobwQ6SIN2xboY5LWBVOhCPz11gNeb210fbibp2tfrx+2kn3aDLtCZvI6UdaBOB+qm0iaVtqn0
Edb7L3WLLB1p6DWtWLc3/J3VX4peIKK86A0gih+uP3t361Vvsl73/kvVzNKQmaNlzHwtaxYQ2T+k
lc0iTTCLiTIXaxNoCW3JS6Wsi1nIDW++ppkHNN3cz01+BpHnFB1ixutQM4ob/p1EjH2wiS7Qttg2
2poUbUNesulJ1NqLPtOIyomHiEabELk2ImptAPWgDtQkrwYkUZ5AvXgi32q0q2Z6aBXTiTm2LbbN
X9pdJjaXWWx3xW9CN40jw96vihq1VA6IA/vuEY3HiuAvpFEq3OOvSoxekvL4xVi10W2BVHTvEUKr
kFbFt1WjTTxtuUtyZ7Pc7NcpO9ZoN3ZjuYucMXA3jAvuhJNgWnBPnAWzYS4sgIfA3icfhd/C7+Ap
+D2shnXFROsaeBqe0hjuojHUj9EseBgWwQKYB3NgFth3kGkwGSbAeBgHY2G0I07tfGu4uccEbz2l
f/HWE34jmx68kc30CmSWdxHPnu+8u20Tbl/k3U/KMnjCy5WVsBrWwQZ4AY/+iuOXnr+Ra1+phOfP
g1OQC8c41Y+h9WOc5sfEN0clAqIhFuIcJ+A0/PSLU6K+67cClnRIHoXHYBn8Dp5wb2qHZCWn+DOw
0hzmezb5RyjPod4x6h+n3fe0P+H6CM/Tniqp0Bm6Q29Ip+0gGAojHTlwDL4PTp3T7hQqOo1OwHE4
6voKW/ywQJ4ZAcNKnHRZgaxyArJKlBXJLezpi9LlXVkpsXf0YUFfRf1Gunt7WDZZpG/0G8ldNVK/
gn2QE1Aybxd8ADvgXdju2kcWvxfmk7bjX4KrIMwnBGWgLMSa8DxtvUit7tpFFa/h/2pXcm2DvSi3
lgxHlM4Emxf+dTqLdFbwBrECVlFvPWyCzbC1xPx/Tb13g3V/EMjhhoyKxrmhjyi3NrvGOGPTUVrb
lZXndE/g5IjSO0tg5zwcRsFYuAcmw/RgTRkO2y6hhD0kuDFzHDadUGL8BDemHTvO2HRC8dvI4F8x
ni0Pv5O/Gvz2sw3egDeDNzL7O9B7v/K3oFw4gx/9CS7BNfC8eC0N9n2urFcdqkFVF2lFeJUow2N7
MS4as2+ul+ECnIPTkAvHIBv+DQfgC9gLu/CRH5f4jemvwe9Mfw5+a9oe/N60NfjNya4xfCO7kyhv
kHtrTMC2EnQk6TFwj3t/S0RGicgoEX1YktTWD9twFuks8pfDCljF9/XwPGyGrfCmq5NUPN6bQf7m
oJ6tv8q96RX1k+VIcDrOCdrf0HOS063VcZyx6Rtz+XXzL7Kpmq5NObd2++Y43LsV26iFbYTfxBro
FK+RexOb4TWlfXMioxa0b1ksg6auj8qBDDrrMngCVsJqop51sMG9k3UhqunqItccRxL+JQn/ksR+
SmJfJemHsAPeLSGv8LreDPJ3BPV2Be2+CvrJCbD1Jrs2zQM5Fb15Xg3ePUNQBsoG759xjqIo2UYj
Niqx0Uk1IhwbqVQnYol373W9qdNbK0J5iIYoKGPsm14vNaBQ6PXSa0R8V+AyFMAF9/7XEVpDkyBC
/zXzKtJtA7eeipxFqURDRe+By+FJM1CfhjXubXCgbjSDiJgsA0j3c2+Ea5jj06zlSdONNl1o20lt
Py1dn1XFRm+toT11O0F3SIP+RG2DYYSjBxFgB2gd3BTquZtD0Q3iZlFhb20RRIbG/X9J/wHKTma2
FiUAAC==

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0024_image010.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0002.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0002.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription content=3D"2/7/2006: SOLVING MATH PROBLEMS">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<!--[if gte IE 5]>
<object id=3DMSOANIM classid=3D"CLSID:A4639D2F-774E-11D3-A490-00C04F6843FB"=
></object>
<object id=3DMSOTIME classid=3D"CLSID:A4639D29-774E-11D3-A490-00C04F6843FB"=
></object>
<![endif]-->
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<style>
<!--
oa\:* { BEHAVIOR: url(#MSOANIM#ANIM) url(#MSOTIME#TIME) }
oa\:par,oa\:seq,oa\:iterate { BEHAVIOR:url(#MSOTIME) }
oa\:video,oa\:audio {BEHAVIOR:url(#MSOTIME) url(#MSOTIME#MEDIA) }
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><script><!--
g_animItemsToHide=3Dnew Array("_x0000_s5123_55_65","_x0000_s5123_43_54","_x=
0000_s5123_19_42","_x0000_s5123_0_18");

//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><p:slidetransition advancetime=3D"0"
 effect=3D"random" direction=3D"transition" flag=3D"1"/><o:shapelayout v:ex=
t=3D"edit">
 <o:idmap v:ext=3D"edit" data=3D"1,5"/>
</o:shapelayout>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()" oa:clockstart=3D"onstart">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden;filter:revealtrans(Duration=3D1, Transition=3D23)'><p:sli=
de
 coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47115"/><v:shape id=3D"_x0000_s5122" type=3D=
"#_x0000_m47115"
  style=3D'position:absolute;left:84pt;top:24pt;width:612pt;height:90pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"title" position=3D"-1"/></v:shape>
 <div v:shape=3D"_x0000_s5122" class=3DT style=3D'position:absolute;top:11.=
25%;
 left:12.73%;width:98.5%;height:9.25%'>SOLVING MATH PROBLEMS</div>
 <p:shaperange href=3D"master06.xml#_x0000_m47116"/><v:shape id=3D"_x0000_s=
5123"
  type=3D"#_x0000_m47116" style=3D'position:absolute;left:84pt;top:132pt;wi=
dth:612pt;
  height:324pt' o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"body" position=3D"-1"/><p:animation number=3D"1" d=
elay=3D"0"
   type=3D"text" level=3D"1" effect=3D"fly" direction=3D"right"/></v:shape>
 <div v:shape=3D"_x0000_s5123" class=3DB>
 <div id=3D"_x0000_s5123_0_18" style=3D'position:absolute;top:25.5%;left:12=
.73%;
 width:83.14%;height:6.75%;white-space:nowrap'><span style=3D'position:abso=
lute;
 top:0%;left:4.5%;width:95.49%;height:100.0%'><span class=3DBB style=3D'pos=
ition:
 absolute;left:-4.71%;top:.22em'>&reg;</span>Read The Question&#13;</span><=
/div>
 <div style=3D'position:absolute;top:34.0%;left:12.73%;width:83.14%;height:=
6.75%'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>&#13;</div>
 <div id=3D"_x0000_s5123_19_42" style=3D'position:absolute;top:42.5%;left:1=
2.73%;
 width:83.14%;height:6.75%;white-space:nowrap'><span style=3D'position:abso=
lute;
 top:0%;left:4.5%;width:95.49%;height:100.0%'><span class=3DBB style=3D'pos=
ition:
 absolute;left:-4.71%;top:.22em'>&reg;</span>Write Down the Formula&#13;</s=
pan></div>
 <div style=3D'position:absolute;top:51.0%;left:12.73%;width:83.14%;height:=
6.75%'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>&#13;</div>
 <div id=3D"_x0000_s5123_43_54" style=3D'position:absolute;top:59.5%;left:1=
2.73%;
 width:83.14%;height:6.75%;white-space:nowrap'><span style=3D'position:abso=
lute;
 top:0%;left:4.5%;width:95.49%;height:100.0%'><span class=3DBB style=3D'pos=
ition:
 absolute;left:-4.71%;top:.22em'>&reg;</span>Substitute&#13;</span></div>
 <div style=3D'position:absolute;top:68.0%;left:12.73%;width:83.14%;height:=
6.75%'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>&#13;</div>
 <div id=3D"_x0000_s5123_55_65" style=3D'position:absolute;top:76.5%;left:1=
2.73%;
 width:83.14%;height:6.75%;white-space:nowrap'><span style=3D'position:abso=
lute;
 top:0%;left:4.5%;width:95.49%;height:100.0%'><span class=3DBB style=3D'pos=
ition:
 absolute;left:-4.71%;top:.22em'>&reg;</span>Calculate</span></div>
 </div>
</p:slide></div>

<p:animation number=3D"303359463"/><oa:par id=3D"TimeNode0" dur=3D"indefini=
te"
 restart=3D"never" p:nodeType=3D"timingRoot">
 <oa:seq id=3D"TimeNode1" dur=3D"indefinite" prev=3D"document.onpptprev"
  next=3D"document.onpptnext" concurrent=3D"enabled" nextAction=3D"seek"
  p:nodeType=3D"mainSeq">
  <oa:par id=3D"TimeNode2" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode3" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode4" o:presetID=3D"ppt_2" o:presetClass=3D"entrance"
     o:presetSubType=3D"0x2" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode5" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s5123_0_18" attributeName=3D"style.visibility"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode6" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s5123_0_18" additive=3D"base" attributeName=
=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"1+#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode7" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s5123_0_18" additive=3D"base" attributeName=
=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode8" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode9" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode10" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x2" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode11" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s5123_19_42" attributeName=3D"style.visibilit=
y"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode12" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s5123_19_42" additive=3D"base" attributeName=
=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"1+#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode13" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s5123_19_42" additive=3D"base" attributeName=
=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode14" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode15" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode16" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x2" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode17" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s5123_43_54" attributeName=3D"style.visibilit=
y"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode18" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s5123_43_54" additive=3D"base" attributeName=
=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"1+#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode19" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s5123_43_54" additive=3D"base" attributeName=
=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode20" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode21" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode22" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x2" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode23" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s5123_55_65" attributeName=3D"style.visibilit=
y"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode24" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s5123_55_65" additive=3D"base" attributeName=
=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"1+#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode25" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s5123_55_65" additive=3D"base" attributeName=
=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
 </oa:seq>
</oa:par>
<![if ppt]>
<oa:buildParagraph targetElement=3D"_x0000_s5123" groupID=3D"0" build=3D"by=
Paragraph"
 buildLevel=3D"1" reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=
=3D"true"/>
<![endif]>
</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0003.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0003.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription content=3D"2/7/2006: CONVERTING FRACTIONS INTO DEC=
IMALS">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<!--[if gte IE 5]>
<object id=3DMSOANIM classid=3D"CLSID:A4639D2F-774E-11D3-A490-00C04F6843FB"=
></object>
<object id=3DMSOTIME classid=3D"CLSID:A4639D29-774E-11D3-A490-00C04F6843FB"=
></object>
<![endif]-->
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<style>
<!--
oa\:* { BEHAVIOR: url(#MSOANIM#ANIM) url(#MSOTIME#TIME) }
oa\:par,oa\:seq,oa\:iterate { BEHAVIOR:url(#MSOTIME) }
oa\:video,oa\:audio {BEHAVIOR:url(#MSOTIME) url(#MSOTIME#MEDIA) }
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><script><!--
g_animItemsToHide=3Dnew Array("_x0000_s7200_AllText","_x0000_s7200","_x0000=
_s7197","_x0000_s7179_AllText","_x0000_s7179","_x0000_s7185_AllText","_x000=
0_s7185","_x0000_s7196","_x0000_s7201","_x0000_s7186","_x0000_s7178_AllText=
","_x0000_s7178","_x0000_s7171_0_72");

//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><p:slidetransition advancetime=3D"0"
 effect=3D"random" direction=3D"transition" flag=3D"1"/>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()" oa:clockstart=3D"onstart">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden;filter:revealtrans(Duration=3D1, Transition=3D23)'><p:sli=
de
 coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47115"/><v:shape id=3D"_x0000_s7170" type=3D=
"#_x0000_m47115"
  style=3D'position:absolute;left:84pt;top:24pt;width:612pt;height:56.875pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"title"/></v:shape>
 <div v:shape=3D"_x0000_s7170" class=3DT style=3D'position:absolute;top:8.5=
%;
 left:12.73%;width:97.19%;height:6.0%'><span style=3D'font-size:64%'>CONVER=
TING
 FRACTIONS INTO DECIMALS</span></div>
 <p:shaperange href=3D"master06.xml#_x0000_m47116"/><v:shape id=3D"_x0000_s=
7171"
  type=3D"#_x0000_m47116" style=3D'position:absolute;left:84pt;top:102pt;wi=
dth:612pt;
  height:78pt' o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"body" position=3D"1"/><p:animation number=3D"1" de=
lay=3D"0"
   type=3D"text" level=3D"1" effect=3D"dissolve"/></v:shape>
 <div v:shape=3D"_x0000_s7171" class=3DB>
 <div id=3D"_x0000_s7171_0_72" style=3D'text-align:center;mso-line-spacing:=
"90 20 0";
 position:absolute;top:19.5%;left:5.61%;width:97.19%;height:13.25%;white-sp=
ace:
 nowrap'><span style=3D'position:absolute;top:0%;left:0%;width:100.0%;heigh=
t:
 50.94%'><span style=3D'mso-special-format:nobullet;display:none;color:yell=
ow;
 font-family:Wingdings;font-size:80%'>&reg;</span>Divide the Bottom number
 (Denominator) </span><span style=3D'position:absolute;top:47.16%;left:11.1=
7%;
 width:81.69%;height:50.94%'>into the Top number (Numerator) &#13;</span></=
div>
 <div style=3D'text-align:center;mso-line-spacing:"90 20 0";position:absolu=
te;
 top:33.5%;left:12.73%;width:83.14%;height:6.75%'><span style=3D'mso-specia=
l-format:
 nobullet;display:none;color:yellow;font-family:Wingdings;font-size:80%'>&r=
eg;</span>&#13;</div>
 <div style=3D'text-align:center;mso-line-spacing:"90 20 0";position:absolu=
te;
 top:41.25%;left:12.73%;width:83.14%;height:6.75%'><span style=3D'mso-speci=
al-format:
 nobullet;display:none;color:yellow;font-family:Wingdings;font-size:80%'>&r=
eg;</span>&#13;</div>
 <div style=3D'mso-line-spacing:"90 20 0";position:absolute;top:49.25%;
 left:12.73%;width:83.14%;height:6.75%'><span style=3D'mso-special-format:n=
obullet;
 display:none;color:yellow;font-family:Wingdings;font-size:80%'>&reg;</span=
><span
 style=3D'mso-special-format:lastCR;display:none'>&#13;</span></div>
 </div>
 <v:group id=3D"_x0000_s7178" style=3D'position:absolute;left:120pt;top:198=
pt;
  width:2in;height:138pt' coordorigin=3D"2688,1248" coordsize=3D"1008,960">
  <v:oval id=3D"_x0000_s7172" style=3D'position:absolute;left:2688;top:1248;
   width:1008;height:960;mso-wrap-style:none;v-text-anchor:middle' fillcolo=
r=3D"#fcab40 [4]"
   strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:oval><v:line id=3D"_x0000_s7173" style=3D'position:absolute;flip:y;
   mso-wrap-style:none' from=3D"3216,1248" to=3D"3216,1728" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s7174" style=3D'position:absolute;mso-wrap-=
style:none'
   from=3D"3216,1728" to=3D"3696,1728" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:shapetype id=3D"_x0000_t202" coordsize=3D"21600,21600" o:spt=
=3D"202"
   path=3D"m,l,21600r21600,l21600,xe">
   <v:stroke joinstyle=3D"miter"/>
   <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
  </v:shapetype><v:shape id=3D"_x0000_s7175" type=3D"#_x0000_t202" style=3D=
'position:absolute;
   left:3216;top:1392;width:480;height:251' filled=3D"f" fillcolor=3D"#fcab=
40 [4]"
   stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  </v:shape><v:shape id=3D"_x0000_s7177" type=3D"#_x0000_t202" style=3D'pos=
ition:absolute;
   left:2832;top:1776;width:480;height:250' filled=3D"f" fillcolor=3D"#fcab=
40 [4]"
   stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  </v:shape><p:animation number=3D"2" delay=3D"0" type=3D"object" effect=3D=
"zoomFly"
   direction=3D"outSlightly" flag=3D"17408"/></v:group><![if !ppt]>
 <div id=3D"_x0000_s7178_AllText" style=3D'position:absolute;top:36.5%;left=
:16.66%;
 width:20.41%;height:26.25%;white-space:nowrap'><![endif]><![if !vml]><img
 border=3D0
 v:shapes=3D"_x0000_s7178,_x0000_s7172,_x0000_s7173,_x0000_s7174,_x0000_s71=
75,_x0000_s7177"
 src=3D"slide0003_image011.gif" style=3D'position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><![endif]>
 <div v:shape=3D"_x0000_s7175" class=3DO style=3D'mso-line-spacing:"100 50 =
0";
 position:absolute;top:19.04%;left:55.96%;width:37.61%;height:20.0%'>1/4</d=
iv>
 <div v:shape=3D"_x0000_s7177" class=3DO style=3D'mso-line-spacing:"100 50 =
0";
 position:absolute;top:58.09%;left:19.26%;width:37.61%;height:20.0%'>3/4</d=
iv>
 <![if !ppt]></div>
 <![endif]><v:group id=3D"_x0000_s7179" style=3D'position:absolute;left:114=
pt;
  top:378pt;width:156pt;height:2in' coordorigin=3D"2688,1248" coordsize=3D"=
1008,960">
  <v:oval id=3D"_x0000_s7180" style=3D'position:absolute;left:2688;top:1248;
   width:1008;height:960;mso-wrap-style:none;v-text-anchor:middle' fillcolo=
r=3D"#fcab40 [4]"
   strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:oval><v:line id=3D"_x0000_s7181" style=3D'position:absolute;flip:y;
   mso-wrap-style:none' from=3D"3216,1248" to=3D"3216,1728" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s7182" style=3D'position:absolute;mso-wrap-=
style:none'
   from=3D"3216,1728" to=3D"3696,1728" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:shape id=3D"_x0000_s7183" type=3D"#_x0000_t202" style=3D'posi=
tion:absolute;
   left:3216;top:1392;width:480;height:240' filled=3D"f" fillcolor=3D"#fcab=
40 [4]"
   stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  </v:shape><v:shape id=3D"_x0000_s7184" type=3D"#_x0000_t202" style=3D'pos=
ition:absolute;
   left:2832;top:1776;width:480;height:240' filled=3D"f" fillcolor=3D"#fcab=
40 [4]"
   stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  </v:shape><p:animation number=3D"7" delay=3D"0" type=3D"object" effect=3D=
"zoomFly"
   direction=3D"bottom" flag=3D"17408"/></v:group><![if !ppt]>
 <div id=3D"_x0000_s7179_AllText" style=3D'position:absolute;top:70.0%;left=
:15.73%;
 width:22.09%;height:27.25%;white-space:nowrap'><![endif]><![if !vml]><img
 border=3D0
 v:shapes=3D"_x0000_s7179,_x0000_s7180,_x0000_s7181,_x0000_s7182,_x0000_s71=
83,_x0000_s7184"
 src=3D"slide0003_image012.gif" style=3D'position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><![endif]>
 <div v:shape=3D"_x0000_s7183" class=3DO style=3D'mso-line-spacing:"100 50 =
0";
 position:absolute;top:18.34%;left:56.77%;width:38.13%;height:19.26%'>.25</=
div>
 <div v:shape=3D"_x0000_s7184" class=3DO style=3D'mso-line-spacing:"100 50 =
0";
 position:absolute;top:57.79%;left:18.64%;width:38.13%;height:19.26%'>.75</=
div>
 <![if !ppt]></div>
 <![endif]><v:shape id=3D"_x0000_s7185" type=3D"#_x0000_t202" style=3D'posi=
tion:absolute;
  left:348pt;top:198pt;width:276pt;height:160.875pt' filled=3D"f" fillcolor=
=3D"#fcab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"6" delay=3D"0" type=3D"object" effect=3D"wipe"
   direction=3D"right" buildby=3D"char" flag=3D"17408"/></v:shape>
 <div id=3D"_x0000_s7185_AllText" v:shape=3D"_x0000_s7185" style=3D'positio=
n:absolute;
 top:37.75%;left:49.25%;width:38.95%;height:28.25%;white-space:nowrap'>
 <div class=3DO1 style=3D'mso-margin-left-alt:576'></div>
 <div class=3DO2 style=3D'mso-margin-left-alt:864'></div>
 <div class=3DO3 style=3D'mso-margin-left-alt:1152'></div>
 <div class=3DO4 style=3D'mso-margin-left-alt:1440'></div>
 <div class=3DO style=3D'mso-line-spacing:"100 50 0";mso-margin-left-alt:28=
8;
 position:absolute;top:0%;left:0%;width:93.75%;height:23.89%'><span
 style=3D'font-size:133%'>1&#13;</span></div>
 <div class=3DO style=3D'mso-line-spacing:"100 50 0";mso-margin-left-alt:28=
8;
 position:absolute;top:38.05%;left:0%;width:100.0%;height:23.89%'><span
 style=3D'font-size:133%'>4<span style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </=
span><span
 style=3D'mso-tab-count:2;width:37.07%'> </span>4<span style=3D'mso-tab-cou=
nt:1;
 width:19.96%'> </span>1 &#13;</span></div>
 <div class=3DO style=3D'mso-line-spacing:"100 50 0";mso-margin-left-alt:28=
8;
 position:absolute;top:73.45%;left:0%;width:93.75%;height:26.54%'><span
 style=3D'font-size:133%'><span
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </sp=
an>1 </span><span
 style=3D'font-family:Symbol;font-size:133%;mso-char-type:symbol'>&cedil;</=
span><span
 style=3D'font-size:133%'> 4 =3D .25</span></div>
 </div>
 <v:line id=3D"_x0000_s7186" style=3D'position:absolute;mso-wrap-style:none'
  from=3D"336pt,252pt" to=3D"384pt,252pt" strokecolor=3D"#eaeaea [1]" strok=
eweight=3D"1pt">
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <p:animation number=3D"3" delay=3D"0" type=3D"object" effect=3D"cut"
   direction=3D"noBlack" flag=3D"17408"/></v:line><![if !vml]><img border=
=3D0
 v:shapes=3D"_x0000_s7186" src=3D"slide0003_image013.gif" style=3D'position=
:absolute;
 top:46.5%;left:46.62%;width:7.11%;height:.5%'><![endif]><v:group id=3D"_x0=
000_s7201"
  style=3D'position:absolute;left:420pt;top:246pt;width:24pt;height:12pt'
  coordorigin=3D"3360,1968" coordsize=3D"192,96">
  <v:line id=3D"_x0000_s7187" style=3D'position:absolute;mso-wrap-style:non=
e'
   from=3D"3360,1968" to=3D"3552,1968" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
   <p:animation number=3D"9" delay=3D"0" type=3D"noBuild" effect=3D"fly"
    direction=3D"left" flag=3D"17408"/></v:line><v:line id=3D"_x0000_s7188"=
 style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3360,2064" to=3D"3552,2064" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
   <p:animation number=3D"10" delay=3D"0" type=3D"noBuild" effect=3D"fly"
    direction=3D"left" flag=3D"17408"/></v:line><p:animation number=3D"4" d=
elay=3D"0"
   type=3D"object" effect=3D"cut" direction=3D"noBlack" flag=3D"17412"/></v=
:group><![if !vml]><img
 border=3D0 v:shapes=3D"_x0000_s7201,_x0000_s7187,_x0000_s7188"
 src=3D"slide0003_image014.gif" style=3D'position:absolute;top:45.5%;left:5=
8.23%;
 width:3.74%;height:2.75%'><![endif]><v:group id=3D"_x0000_s7196" style=3D'=
position:absolute;
  left:534pt;top:258pt;width:114pt;height:48pt' coordorigin=3D"4176,1200"
  coordsize=3D"912,384">
  <v:line id=3D"_x0000_s7190" style=3D'position:absolute;flip:x;mso-wrap-st=
yle:none'
   from=3D"4176,1200" to=3D"5088,1200" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:shape id=3D"_x0000_s7195" style=3D'position:absolute;left:417=
6;top:1200;
   width:96;height:384;mso-wrap-style:none;mso-wrap-distance-left:0;
   mso-wrap-distance-top:0;mso-wrap-distance-right:0;
   mso-wrap-distance-bottom:0;v-text-anchor:top' coordsize=3D"96,384" path=
=3D"m,c48,64,96,128,96,192,96,256,16,352,,384e"
   filled=3D"f" fillcolor=3D"#fcab40 [4]" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke joinstyle=3D"miter"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><p:animation number=3D"5" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" flag=3D"17412"/></v:group><![if !vml]><img border=
=3D0
 v:shapes=3D"_x0000_s7196,_x0000_s7190,_x0000_s7195" src=3D"slide0003_image=
015.gif"
 style=3D'position:absolute;top:47.75%;left:74.15%;width:16.29%;height:9.5%=
'><![endif]><v:group
  id=3D"_x0000_s7197" style=3D'position:absolute;left:402pt;top:390pt;width=
:114pt;
  height:48pt' coordorigin=3D"4176,1200" coordsize=3D"912,384">
  <v:line id=3D"_x0000_s7198" style=3D'position:absolute;flip:x;mso-wrap-st=
yle:none'
   from=3D"4176,1200" to=3D"5088,1200" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:shape id=3D"_x0000_s7199" style=3D'position:absolute;left:417=
6;top:1200;
   width:96;height:384;mso-wrap-style:none;mso-wrap-distance-left:0;
   mso-wrap-distance-top:0;mso-wrap-distance-right:0;
   mso-wrap-distance-bottom:0;v-text-anchor:top' coordsize=3D"96,384" path=
=3D"m,c48,64,96,128,96,192,96,256,16,352,,384e"
   filled=3D"f" fillcolor=3D"#fcab40 [4]" strokecolor=3D"#eaeaea [1]">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke joinstyle=3D"miter"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:path arrowok=3D"t"/>
  </v:shape><p:animation number=3D"8" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" flag=3D"17408"/></v:group><![if !vml]><img border=
=3D0
 v:shapes=3D"_x0000_s7197,_x0000_s7198,_x0000_s7199" src=3D"slide0003_image=
016.gif"
 style=3D'position:absolute;top:72.25%;left:55.8%;width:16.29%;height:9.5%'=
><![endif]><v:shape
  id=3D"_x0000_s7200" type=3D"#_x0000_t202" style=3D'position:absolute;left=
:366pt;
  top:396pt;width:166.25pt;height:137.625pt;mso-wrap-style:none;
  mso-wrap-distance-left:0;mso-wrap-distance-right:0;v-text-anchor:top-base=
line'
  filled=3D"f" fillcolor=3D"#fcab40 [4]" stroked=3D"f" strokecolor=3D"#eaea=
ea [1]">
  <v:fill color2=3D"#00007a [0]"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"9" delay=3D"0" type=3D"object" effect=3D"wipe" dir=
ection=3D"left"
   buildby=3D"char" flag=3D"17408"/></v:shape>
 <div id=3D"_x0000_s7200_AllText" v:shape=3D"_x0000_s7200" class=3DO
 style=3D'position:absolute;top:74.5%;left:51.87%;width:25.46%;height:24.0%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 20 0";position:absolute;top:0%;left:0%;
 width:83.08%;height:28.12%'><span style=3D'font-family:Arial;font-size:133=
%'>4<span
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp; </span>3&#13;</span></=
div>
 <div style=3D'mso-line-spacing:"100 20 0";position:absolute;top:35.41%;
 left:0%;width:83.08%;height:28.12%'><span style=3D'font-family:Arial;font-=
size:
 133%;display:none'>&#13;</span></div>
 <div style=3D'mso-line-spacing:"100 20 0";position:absolute;top:68.75%;
 left:0%;width:100.0%;height:31.25%'><span style=3D'font-family:Arial;font-=
size:
 133%'>3 </span><span style=3D'font-family:Symbol;mso-ascii-font-family:Ari=
al;
 font-size:133%;mso-char-type:symbol'>&cedil;</span><span style=3D'font-fam=
ily:
 Arial;font-size:133%'> 4 =3D .75</span></div>
 </div>
</p:slide></div>

<p:animation number=3D"486563656"/><oa:par id=3D"TimeNode0" dur=3D"indefini=
te"
 restart=3D"never" p:nodeType=3D"timingRoot">
 <oa:seq id=3D"TimeNode1" dur=3D"indefinite" prev=3D"document.onpptprev"
  next=3D"document.onpptnext" concurrent=3D"enabled" nextAction=3D"seek"
  p:nodeType=3D"mainSeq">
  <oa:par id=3D"TimeNode2" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode3" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode4" o:presetID=3D"ppt_9" o:presetClass=3D"entrance"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode5" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s7171_0_72" attributeName=3D"style.visibility"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode6" dur=3D"0.5"
      targetElement=3D"_x0000_s7171_0_72" transition=3D"in" filter=3D"disso=
lve"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode7" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode8" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode9" o:presetID=3D"ppt_23" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x120" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"cl=
ickEffect">
     <oa:set id=3D"TimeNode10" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s7178" attributeName=3D"style.visibility" to=
=3D"visible"/>
     <oa:animate id=3D"TimeNode11" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s7178" attributeName=3D"ppt_w" calcmode=3D"li=
near"
      valueType=3D"number" keyTimes=3D"0.0;1.0" values=3D"4/3*#ppt_w;#ppt_w=
"/>
     <oa:animate id=3D"TimeNode12" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s7178" attributeName=3D"ppt_h" calcmode=3D"li=
near"
      valueType=3D"number" keyTimes=3D"0.0;1.0" values=3D"4/3*#ppt_h;#ppt_h=
"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode13" o:presetID=3D"ppt_23"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x120" begin=3D"0.0" fil=
l=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode14" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s7178_AllText" attributeName=3D"style.visibil=
ity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode15" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s7178_AllText" attributeName=3D"ppt_w"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"4/3*#ppt_w;#ppt_w"/>
     <oa:animate id=3D"TimeNode16" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s7178_AllText" attributeName=3D"ppt_h"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"4/3*#ppt_h;#ppt_h"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode17" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode18" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode19" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"clic=
kEffect">
     <oa:set id=3D"TimeNode20" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s7186" attributeName=3D"style.visibility" to=
=3D"visible"/>
    </oa:par>
   </oa:par>
   <oa:par id=3D"TimeNode21" begin=3D"0.5" fill=3D"hold">
    <oa:par id=3D"TimeNode22" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode23" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s7201" attributeName=3D"style.visibility" to=
=3D"visible"/>
    </oa:par>
   </oa:par>
   <oa:par id=3D"TimeNode24" begin=3D"1.0" fill=3D"hold">
    <oa:par id=3D"TimeNode25" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode26" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s7196" attributeName=3D"style.visibility" to=
=3D"visible"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode27" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode28" begin=3D"0.0" fill=3D"hold">
    <oa:iterate targetElement=3D"_x0000_s7185" id=3D"TimeNode29" o:presetID=
=3D"ppt_22"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x8" begin=3D"0.0" fill=
=3D"hold"
     o:groupID=3D"0" p:nodeType=3D"clickEffect" iterateType=3D"byLetter"
     iterateInterval=3D"100.0%">
     <oa:set id=3D"TimeNode30" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      attributeName=3D"style.visibility" to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode31" dur=3D"0.075" transition=3D"in"
      filter=3D"wipe(left)"/>
    </oa:iterate>
    <![if !ppt]><oa:iterate targetElement=3D"_x0000_s7185_AllText" id=3D"Ti=
meNode32"
     o:presetID=3D"ppt_22" o:presetClass=3D"entrance" o:presetSubType=3D"0x=
8"
     begin=3D"0.0" fill=3D"hold" p:nodeType=3D"withEffect" iterateType=3D"b=
yLetter"
     iterateInterval=3D"100.0%">
     <oa:set id=3D"TimeNode33" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      attributeName=3D"style.visibility" to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode34" dur=3D"0.075" transition=3D"in"
      filter=3D"wipe(left)"/>
    </oa:iterate>
    <![endif]></oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode35" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode36" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode37" o:presetID=3D"ppt_23" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x24" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"cli=
ckEffect">
     <oa:set id=3D"TimeNode38" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s7179" attributeName=3D"style.visibility" to=
=3D"visible"/>
     <oa:animate id=3D"TimeNode39" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s7179" attributeName=3D"ppt_w" calcmode=3D"li=
near"
      valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"(6*min(max(#ppt_w*#ppt_h,.3),1)-7.4)/-.7*#ppt_w;#ppt_w"/>
     <oa:animate id=3D"TimeNode40" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s7179" attributeName=3D"ppt_h" calcmode=3D"li=
near"
      valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"(6*min(max(#ppt_w*#ppt_h,.3),1)-7.4)/-.7*#ppt_h;#ppt_h"/>
     <oa:animate id=3D"TimeNode41" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s7179" attributeName=3D"ppt_x" calcmode=3D"li=
near"
      valueType=3D"number" keyTimes=3D"0.0;1.0" values=3D"0.5;#ppt_x"/>
     <oa:animate id=3D"TimeNode42" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s7179" attributeName=3D"ppt_y" calcmode=3D"li=
near"
      valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"1+(6*min(max(#ppt_w*#ppt_h,.3),1)-7.4)/-.7*#ppt_h/2;#ppt_y"=
/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode43" o:presetID=3D"ppt_23"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x24" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode44" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s7179_AllText" attributeName=3D"style.visibil=
ity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode45" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s7179_AllText" attributeName=3D"ppt_w"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"(6*min(max(#ppt_w*#ppt_h,.3),1)-7.4)/-.7*#ppt_w;#ppt_w"/>
     <oa:animate id=3D"TimeNode46" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s7179_AllText" attributeName=3D"ppt_h"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"(6*min(max(#ppt_w*#ppt_h,.3),1)-7.4)/-.7*#ppt_h;#ppt_h"/>
     <oa:animate id=3D"TimeNode47" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s7179_AllText" attributeName=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0.5;#ppt_x"/>
     <oa:animate id=3D"TimeNode48" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s7179_AllText" attributeName=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"1+(6*min(max(#ppt_w*#ppt_h,.3),1)-7.4)/-.7*#ppt_h/2;#ppt_y"=
/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode49" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode50" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode51" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"clic=
kEffect">
     <oa:set id=3D"TimeNode52" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s7197" attributeName=3D"style.visibility" to=
=3D"visible"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode53" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode54" begin=3D"0.0" fill=3D"hold">
    <oa:iterate targetElement=3D"_x0000_s7200" id=3D"TimeNode55" o:presetID=
=3D"ppt_22"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x2" begin=3D"0.0" fill=
=3D"hold"
     o:groupID=3D"0" p:nodeType=3D"clickEffect" iterateType=3D"byLetter"
     iterateInterval=3D"100.0%">
     <oa:set id=3D"TimeNode56" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      attributeName=3D"style.visibility" to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode57" dur=3D"0.075" transition=3D"in"
      filter=3D"wipe(right)"/>
    </oa:iterate>
    <![if !ppt]><oa:iterate targetElement=3D"_x0000_s7200_AllText" id=3D"Ti=
meNode58"
     o:presetID=3D"ppt_22" o:presetClass=3D"entrance" o:presetSubType=3D"0x=
2"
     begin=3D"0.0" fill=3D"hold" p:nodeType=3D"withEffect" iterateType=3D"b=
yLetter"
     iterateInterval=3D"100.0%">
     <oa:set id=3D"TimeNode59" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      attributeName=3D"style.visibility" to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode60" dur=3D"0.075" transition=3D"in"
      filter=3D"wipe(right)"/>
    </oa:iterate>
    <![endif]></oa:par>
  </oa:par>
 </oa:seq>
</oa:par>
<![if ppt]>
<oa:buildParagraph targetElement=3D"_x0000_s7171" groupID=3D"0" build=3D"by=
Paragraph"
 buildLevel=3D"1" reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=
=3D"true"/><oa:buildParagraph
 targetElement=3D"_x0000_s7185" groupID=3D"0" build=3D"asAWhole" buildLevel=
=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s7200" groupID=3D"0" build=3D"asAWhole" buildLevel=
=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/>
<![endif]>
</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0003_image011.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0003_image012.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0003_image013.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhJgACAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAAAk
AAEAgAAAAOrq6gIFjI+pywUAOw==

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0003_image014.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhFAALAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAT
AAoAgAAAAOrq6gIRjI+JwO0Po5y02ouz1qonUAAAOw==

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0003_image015.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhVwAmAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABV
ACQAgAAAAOrq6gJvjI+py+0PFwig2ouz3rz7n1HgSJYmJ57qymJpC8ffK9e2Rd86nO++2fsJQcGh
UVM8KnHLJtIJvSSjvyl1Z73estoatxv7glvi8apsPqHTpDV75H574vIOvf7Eb/W2O1/6J+MXOEgY
GHbIk6i4yFIAADs=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0003_image016.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhVwAmAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAK
ACQAgAAAAOrq6gIlDI5pycvnHoiPKonsxTrj+XVQSHIfKIlqWbGNu6Xm3Mr0a+dPAQA7

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0004.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0004.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription
content=3D"2/7/2006: SQUARES, RECTANGLES AND PARALLELOGRAMS">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<!--[if gte IE 5]>
<object id=3DMSOANIM classid=3D"CLSID:A4639D2F-774E-11D3-A490-00C04F6843FB"=
></object>
<object id=3DMSOTIME classid=3D"CLSID:A4639D29-774E-11D3-A490-00C04F6843FB"=
></object>
<![endif]-->
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<style>
<!--
oa\:* { BEHAVIOR: url(#MSOANIM#ANIM) url(#MSOTIME#TIME) }
oa\:par,oa\:seq,oa\:iterate { BEHAVIOR:url(#MSOTIME) }
oa\:video,oa\:audio {BEHAVIOR:url(#MSOTIME) url(#MSOTIME#MEDIA) }
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><script><!--
g_animItemsToHide=3Dnew Array("_x0000_s1060_AllText","_x0000_s1060","_x0000=
_s1054_AllText","_x0000_s1054","_x0000_s1061_AllText","_x0000_s1061");

//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><p:slidetransition advancetime=3D"0"
 effect=3D"random" direction=3D"transition" flag=3D"1"/><o:shapelayout v:ex=
t=3D"edit">
 <o:idmap v:ext=3D"edit" data=3D"11"/>
</o:shapelayout>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()" oa:clockstart=3D"onstart">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden;filter:revealtrans(Duration=3D1, Transition=3D23)'><p:sli=
de
 coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47115"/><v:shape id=3D"_x0000_s1026" type=3D=
"#_x0000_m47115"
  style=3D'position:absolute;left:84pt;top:24pt;width:612pt;height:90pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"title" position=3D"-1"/></v:shape><p:shaperange
  href=3D"master06.xml#_x0000_m47116"/><v:shape id=3D"_x0000_s1027" type=3D=
"#_x0000_m47116"
  style=3D'position:absolute;left:96pt;top:114pt;width:612pt;height:366pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"body" position=3D"-1"/></v:shape>
 <div v:shape=3D"_x0000_s1026" class=3DT style=3D'text-align:center'><span
 style=3D'position:absolute;top:1.5%;left:9.36%;width:89.88%;height:9.25%'>=
SQUARES,
 RECTANGLES </span><span style=3D'position:absolute;top:11.25%;left:10.48%;
 width:87.45%;height:9.25%'>AND PARALLELOGRAMS</span></div>
 <div v:shape=3D"_x0000_s1027" class=3DB>
 <div style=3D'text-align:center;position:absolute;top:22.25%;left:13.29%;
 width:89.13%;height:6.75%'><span style=3D'mso-special-format:bullet;color:=
yellow;
 position:absolute;left:3.99%;text-align:left;top:.22em;font-family:Wingdin=
gs;
 font-size:80%'>&reg;</span>Area =3D <u>One side</u> x the other <u>One Sid=
e&#13;</u></div>
 <div style=3D'text-align:center;position:absolute;top:30.75%;left:18.16%;
 width:79.4%;height:6.75%'><span style=3D'mso-special-format:bullet;color:y=
ellow;
 position:absolute;left:18.63%;text-align:left;top:.22em;font-family:Wingdi=
ngs;
 font-size:80%'>&reg;</span>Area =3D Base x Height</div>
 </div>
 <v:group id=3D"_x0000_s1061" style=3D'position:absolute;left:114pt;top:210=
pt;
  width:276pt;height:169pt' coordorigin=3D"1392,1488" coordsize=3D"1728,130=
0">
  <v:line id=3D"_x0000_s1040" style=3D'position:absolute;mso-wrap-style:non=
e'
   from=3D"2112,2064" to=3D"2304,2064" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:group id=3D"_x0000_s1055" style=3D'position:absolute;left:139=
2;top:1488;
   width:1728;height:1300' coordorigin=3D"1392,1488" coordsize=3D"1728,1300=
">
   <v:rect id=3D"_x0000_s1028" style=3D'position:absolute;left:1440;top:148=
8;
    width:624;height:576;mso-wrap-style:none;v-text-anchor:middle' fillcolo=
r=3D"#fcab40 [4]"
    strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
    <v:fill color2=3D"#00007a [0]"/>
    <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short"
     endarrowwidth=3D"narrow" endarrowlength=3D"short" color2=3D"#00007a [0=
]"
     endcap=3D"square"/>
    <v:shadow color=3D"#000054 [2]"/>
   </v:rect><v:line id=3D"_x0000_s1031" style=3D'position:absolute;
    mso-wrap-style:none' from=3D"2256,1488" to=3D"2256,2064" strokecolor=3D=
"#eaeaea [1]"
    strokeweight=3D"1pt">
    <v:stroke startarrow=3D"block" startarrowwidth=3D"wide" startarrowlengt=
h=3D"long"
     endarrow=3D"block" endarrowwidth=3D"wide" endarrowlength=3D"long" colo=
r2=3D"#00007a [0]"
     endcap=3D"square"/>
    <v:shadow color=3D"#000054 [2]"/>
   </v:line><v:line id=3D"_x0000_s1034" style=3D'position:absolute;
    mso-wrap-style:none' from=3D"1440,2256" to=3D"2064,2256" strokecolor=3D=
"#eaeaea [1]"
    strokeweight=3D"1pt">
    <v:stroke startarrow=3D"block" startarrowwidth=3D"wide" startarrowlengt=
h=3D"long"
     endarrow=3D"block" endarrowwidth=3D"wide" endarrowlength=3D"long" colo=
r2=3D"#00007a [0]"
     endcap=3D"square"/>
    <v:shadow color=3D"#000054 [2]"/>
   </v:line><v:line id=3D"_x0000_s1037" style=3D'position:absolute;
    mso-wrap-style:none' from=3D"1440,2112" to=3D"1440,2352" strokecolor=3D=
"#eaeaea [1]"
    strokeweight=3D"1pt">
    <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short"
     endarrowwidth=3D"narrow" endarrowlength=3D"short" color2=3D"#00007a [0=
]"
     endcap=3D"square"/>
    <v:shadow color=3D"#000054 [2]"/>
   </v:line><v:line id=3D"_x0000_s1038" style=3D'position:absolute;
    mso-wrap-style:none' from=3D"2064,2112" to=3D"2064,2352" strokecolor=3D=
"#eaeaea [1]"
    strokeweight=3D"1pt">
    <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short"
     endarrowwidth=3D"narrow" endarrowlength=3D"short" color2=3D"#00007a [0=
]"
     endcap=3D"square"/>
    <v:shadow color=3D"#000054 [2]"/>
   </v:line><v:line id=3D"_x0000_s1039" style=3D'position:absolute;
    mso-wrap-style:none' from=3D"2112,1488" to=3D"2304,1488" strokecolor=3D=
"#eaeaea [1]"
    strokeweight=3D"1pt">
    <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short"
     endarrowwidth=3D"narrow" endarrowlength=3D"short" color2=3D"#00007a [0=
]"
     endcap=3D"square"/>
    <v:shadow color=3D"#000054 [2]"/>
   </v:line><v:shapetype id=3D"_x0000_t202" coordsize=3D"21600,21600" o:spt=
=3D"202"
    path=3D"m,l,21600r21600,l21600,xe">
    <v:stroke joinstyle=3D"miter"/>
    <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
   </v:shapetype><v:shape id=3D"_x0000_s1041" type=3D"#_x0000_t202" style=
=3D'position:absolute;
    left:2304;top:1632;width:816;height:639' filled=3D"f" fillcolor=3D"#fca=
b40 [4]"
    stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
    <v:fill color2=3D"#00007a [0]"/>
    <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short"
     endarrowwidth=3D"narrow" endarrowlength=3D"short" color2=3D"#00007a [0=
]"
     endcap=3D"square"/>
    <v:shadow color=3D"#000054 [2]"/>
    <v:textbox style=3D'mso-fit-shape-to-text:t'/>
   </v:shape><v:shape id=3D"_x0000_s1042" type=3D"#_x0000_t202" style=3D'po=
sition:absolute;
    left:1392;top:2400;width:768;height:388' filled=3D"f" fillcolor=3D"#fca=
b40 [4]"
    stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
    <v:fill color2=3D"#00007a [0]"/>
    <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short"
     endarrowwidth=3D"narrow" endarrowlength=3D"short" color2=3D"#00007a [0=
]"
     endcap=3D"square"/>
    <v:shadow color=3D"#000054 [2]"/>
    <v:textbox style=3D'mso-fit-shape-to-text:t'/>
   </v:shape><p:animation number=3D"1" delay=3D"0" type=3D"object" effect=
=3D"checker"
    direction=3D"horizontal" flag=3D"17408"/></v:group><p:animation number=
=3D"1"
   delay=3D"0" type=3D"object" effect=3D"checker" direction=3D"horizontal" =
flag=3D"17408"/></v:group><![if !ppt]>
 <div id=3D"_x0000_s1061_AllText" style=3D'position:absolute;top:38.75%;lef=
t:15.91%;
 width:38.57%;height:31.75%;white-space:nowrap'
 onfilterchange=3D"javascript:TickHandler()"><![endif]><![if !vml]><img bor=
der=3D0
 v:shapes=3D"_x0000_s1061,_x0000_s1040,_x0000_s1028,_x0000_s1031,_x0000_s10=
34,_x0000_s1037,_x0000_s1038,_x0000_s1039,_x0000_s1041,_x0000_s1042"
 src=3D"slide0004_image017.gif" style=3D'position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><![endif]>
 <div v:shape=3D"_x0000_s1028" class=3DO style=3D'text-align:center;positio=
n:absolute;
 top:16.53%;left:5.33%;width:30.58%;height:12.59%'><span style=3D'font-size=
:75%'>Square</span></div>
 <div v:shape=3D"_x0000_s1041" class=3DO>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:14.17%;
 left:54.85%;width:42.23%;height:12.59%'><span style=3D'font-size:75%'>55&#=
8217;&#13;</span></div>
 <div style=3D'mso-line-spacing:"100 50 0"'><span style=3D'position:absolut=
e;
 top:33.07%;left:54.85%;width:42.23%;height:12.59%'><span style=3D'font-siz=
e:
 75%'>One side </span></span><span style=3D'position:absolute;top:45.66%;
 left:54.85%;width:42.23%;height:12.59%'><span style=3D'font-size:75%'>(Hei=
ght)</span></span></div>
 </div>
 <div v:shape=3D"_x0000_s1042" class=3DO style=3D'text-align:center;mso-lin=
e-spacing:
 "100 50 0"'><span style=3D'position:absolute;top:72.44%;left:1.94%;width:4=
0.29%;
 height:12.59%'><span style=3D'font-size:75%'>55&#8217; One side </span></s=
pan><span
 style=3D'position:absolute;top:85.03%;left:2.42%;width:39.32%;height:12.59=
%'><span
 style=3D'font-size:75%'>(Base)</span></span></div>
 <![if !ppt]></div>
 <![endif]><v:group id=3D"_x0000_s1054" style=3D'position:absolute;left:378=
pt;
  top:3in;width:342pt;height:150.25pt' coordorigin=3D"2640,2448" coordsize=
=3D"2208,1379">
  <v:rect id=3D"_x0000_s1029" style=3D'position:absolute;left:2640;top:2448;
   width:1056;height:432;mso-wrap-style:none;v-text-anchor:middle' fillcolo=
r=3D"#fcab40 [4]"
   strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:rect><v:line id=3D"_x0000_s1032" style=3D'position:absolute;mso-wrap-=
style:none'
   from=3D"3936,2448" to=3D"3936,2880" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrow=3D"block" startarrowwidth=3D"wide" startarrowlength=
=3D"long"
    endarrow=3D"block" endarrowwidth=3D"wide" endarrowlength=3D"long" color=
2=3D"#00007a [0]"
    endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s1033" style=3D'position:absolute;mso-wrap-=
style:none'
   from=3D"2640,3120" to=3D"3696,3120" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrow=3D"block" startarrowwidth=3D"wide" startarrowlength=
=3D"long"
    endarrow=3D"block" endarrowwidth=3D"wide" endarrowlength=3D"long" color=
2=3D"#00007a [0]"
    endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s1044" style=3D'position:absolute;mso-wrap-=
style:none'
   from=3D"3744,2448" to=3D"3984,2448" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s1045" style=3D'position:absolute;mso-wrap-=
style:none'
   from=3D"3744,2880" to=3D"3984,2880" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s1046" style=3D'position:absolute;mso-wrap-=
style:none'
   from=3D"2640,2928" to=3D"2640,3168" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s1047" style=3D'position:absolute;mso-wrap-=
style:none'
   from=3D"3696,2928" to=3D"3696,3168" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:shape id=3D"_x0000_s1048" type=3D"#_x0000_t202" style=3D'posi=
tion:absolute;
   left:4080;top:2544;width:768;height:464' filled=3D"f" fillcolor=3D"#fcab=
40 [4]"
   stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  </v:shape><v:shape id=3D"_x0000_s1049" type=3D"#_x0000_t202" style=3D'pos=
ition:absolute;
   left:2688;top:3264;width:960;height:563' filled=3D"f" fillcolor=3D"#fcab=
40 [4]"
   stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  </v:shape><p:animation number=3D"2" delay=3D"0" type=3D"object" effect=3D=
"checker"
   direction=3D"horizontal" flag=3D"17408"/></v:group><![if !ppt]>
 <div id=3D"_x0000_s1054_AllText" style=3D'position:absolute;top:40.0%;left=
:52.43%;
 width:47.94%;height:28.25%;white-space:nowrap'
 onfilterchange=3D"javascript:TickHandler()"><![endif]><![if !vml]><img bor=
der=3D0
 v:shapes=3D"_x0000_s1054,_x0000_s1029,_x0000_s1032,_x0000_s1033,_x0000_s10=
44,_x0000_s1045,_x0000_s1046,_x0000_s1047,_x0000_s1048,_x0000_s1049"
 src=3D"slide0004_image018.gif" style=3D'position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><![endif]>
 <div v:shape=3D"_x0000_s1029" class=3DO style=3D'text-align:center;positio=
n:absolute;
 top:8.84%;left:2.34%;width:43.35%;height:14.15%'><span style=3D'font-size:=
75%'>Rectangle</span></div>
 <div v:shape=3D"_x0000_s1048" class=3DO style=3D'mso-line-spacing:"100 50 =
0"'><span
 style=3D'position:absolute;top:9.73%;left:66.79%;width:32.42%;height:14.15=
%'><span
 style=3D'font-size:75%'>20&#8217; One side </span></span><span style=3D'po=
sition:
 absolute;top:24.77%;left:66.79%;width:30.46%;height:14.15%'><span
 style=3D'font-size:75%'>(Height)</span></span></div>
 <div v:shape=3D"_x0000_s1049" class=3DO>
 <div style=3D'text-align:center;mso-line-spacing:"100 50 0";position:absol=
ute;
 top:61.94%;left:4.29%;width:39.06%;height:14.15%'><span style=3D'font-size=
:75%'>55&#8217;One
 side&#13;</span></div>
 <div style=3D'text-align:center;mso-line-spacing:"100 50 0";position:absol=
ute;
 top:83.18%;left:4.29%;width:39.06%;height:14.15%'><span style=3D'font-size=
:75%'>(Base)</span></div>
 </div>
 <![if !ppt]></div>
 <![endif]><v:group id=3D"_x0000_s1060" style=3D'position:absolute;left:204=
pt;
  top:372pt;width:492pt;height:171.25pt' coordorigin=3D"2160,3264" coordsiz=
e=3D"2736,1170">
  <v:group id=3D"_x0000_s1056" style=3D'position:absolute;left:2160;top:326=
4;
   width:1488;height:720' coordorigin=3D"3984,3264" coordsize=3D"1488,720">
   <v:shapetype id=3D"_x0000_t7" coordsize=3D"21600,21600" o:spt=3D"7" adj=
=3D"5400"
    path=3D"m@0,l,21600@1,21600,21600,xe">
    <v:stroke joinstyle=3D"miter"/>
    <v:formulas>
     <v:f eqn=3D"val #0"/>
     <v:f eqn=3D"sum width 0 #0"/>
     <v:f eqn=3D"prod #0 1 2"/>
     <v:f eqn=3D"sum width 0 @2"/>
     <v:f eqn=3D"mid #0 width"/>
     <v:f eqn=3D"mid @1 0"/>
     <v:f eqn=3D"prod height width #0"/>
     <v:f eqn=3D"prod @6 1 2"/>
     <v:f eqn=3D"sum height 0 @7"/>
     <v:f eqn=3D"prod width 1 2"/>
     <v:f eqn=3D"sum #0 0 @9"/>
     <v:f eqn=3D"if @10 @8 0"/>
     <v:f eqn=3D"if @10 @7 height"/>
    </v:formulas>
    <v:path gradientshapeok=3D"t" o:connecttype=3D"custom" o:connectlocs=3D=
"@4,0;10800,@11;@3,10800;@5,21600;10800,@12;@2,10800"
     textboxrect=3D"1800,1800,19800,19800;8100,8100,13500,13500;10800,10800=
,10800,10800"/>
    <v:handles>
     <v:h position=3D"#0,topLeft" xrange=3D"0,21600"/>
    </v:handles>
   </v:shapetype><v:shape id=3D"_x0000_s1030" type=3D"#_x0000_t7" style=3D'=
position:absolute;
    left:3984;top:3264;width:1248;height:480;mso-wrap-style:none;
    v-text-anchor:middle' fillcolor=3D"#fcab40 [4]" strokecolor=3D"#eaeaea =
[1]"
    strokeweight=3D"1pt">
    <v:fill color2=3D"#00007a [0]"/>
    <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short"
     endarrowwidth=3D"narrow" endarrowlength=3D"short" color2=3D"#00007a [0=
]"
     endcap=3D"square"/>
    <v:shadow color=3D"#000054 [2]"/>
   </v:shape><v:line id=3D"_x0000_s1035" style=3D'position:absolute;
    mso-wrap-style:none' from=3D"5424,3264" to=3D"5424,3744" strokecolor=3D=
"#eaeaea [1]"
    strokeweight=3D"1pt">
    <v:stroke startarrow=3D"block" startarrowwidth=3D"wide" startarrowlengt=
h=3D"long"
     endarrow=3D"block" endarrowwidth=3D"wide" endarrowlength=3D"long" colo=
r2=3D"#00007a [0]"
     endcap=3D"square"/>
    <v:shadow color=3D"#000054 [2]"/>
   </v:line><v:line id=3D"_x0000_s1036" style=3D'position:absolute;
    mso-wrap-style:none' from=3D"3984,3936" to=3D"4896,3936" strokecolor=3D=
"#eaeaea [1]"
    strokeweight=3D"1pt">
    <v:stroke startarrow=3D"block" startarrowwidth=3D"wide" startarrowlengt=
h=3D"long"
     endarrow=3D"block" endarrowwidth=3D"wide" endarrowlength=3D"long" colo=
r2=3D"#00007a [0]"
     endcap=3D"square"/>
    <v:shadow color=3D"#000054 [2]"/>
   </v:line><v:line id=3D"_x0000_s1050" style=3D'position:absolute;
    mso-wrap-style:none' from=3D"5280,3264" to=3D"5472,3264" strokecolor=3D=
"#eaeaea [1]"
    strokeweight=3D"1pt">
    <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short"
     endarrowwidth=3D"narrow" endarrowlength=3D"short" color2=3D"#00007a [0=
]"
     endcap=3D"square"/>
    <v:shadow color=3D"#000054 [2]"/>
   </v:line><v:line id=3D"_x0000_s1051" style=3D'position:absolute;
    mso-wrap-style:none' from=3D"4992,3744" to=3D"5472,3744" strokecolor=3D=
"#eaeaea [1]"
    strokeweight=3D"1pt">
    <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short"
     endarrowwidth=3D"narrow" endarrowlength=3D"short" color2=3D"#00007a [0=
]"
     endcap=3D"square"/>
    <v:shadow color=3D"#000054 [2]"/>
   </v:line><v:line id=3D"_x0000_s1052" style=3D'position:absolute;
    mso-wrap-style:none' from=3D"3984,3792" to=3D"3984,3984" strokecolor=3D=
"#eaeaea [1]"
    strokeweight=3D"1pt">
    <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short"
     endarrowwidth=3D"narrow" endarrowlength=3D"short" color2=3D"#00007a [0=
]"
     endcap=3D"square"/>
    <v:shadow color=3D"#000054 [2]"/>
   </v:line><v:line id=3D"_x0000_s1053" style=3D'position:absolute;
    mso-wrap-style:none' from=3D"4896,3792" to=3D"4896,3984" strokecolor=3D=
"#eaeaea [1]"
    strokeweight=3D"1pt">
    <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short"
     endarrowwidth=3D"narrow" endarrowlength=3D"short" color2=3D"#00007a [0=
]"
     endcap=3D"square"/>
    <v:shadow color=3D"#000054 [2]"/>
   </v:line><p:animation number=3D"3" delay=3D"0" type=3D"object" effect=3D=
"checker"
    direction=3D"horizontal" flag=3D"17408"/></v:group><v:shape id=3D"_x000=
0_s1057"
   type=3D"#_x0000_t202" style=3D'position:absolute;left:3792;top:3360;widt=
h:912;
   height:345' filled=3D"f" fillcolor=3D"#fcab40 [4]" stroked=3D"f" strokec=
olor=3D"#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  </v:shape><v:shape id=3D"_x0000_s1058" type=3D"#_x0000_t202" style=3D'pos=
ition:absolute;
   left:2256;top:4089;width:720;height:345' filled=3D"f" fillcolor=3D"#fcab=
40 [4]"
   stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  </v:shape><v:shape id=3D"_x0000_s1059" type=3D"#_x0000_t202" style=3D'pos=
ition:absolute;
   left:3408;top:3888;width:1488;height:197' filled=3D"f" fillcolor=3D"#fca=
b40 [4]"
   stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  </v:shape><p:animation number=3D"3" delay=3D"0" type=3D"object" effect=3D=
"checker"
   direction=3D"horizontal" flag=3D"17408"/></v:group><![if !ppt]>
 <div id=3D"_x0000_s1060_AllText" style=3D'position:absolute;top:68.75%;lef=
t:28.08%;
 width:68.91%;height:32.25%;white-space:nowrap'
 onfilterchange=3D"javascript:TickHandler()"><![endif]><![if !vml]><img bor=
der=3D0
 v:shapes=3D"_x0000_s1060,_x0000_s1030,_x0000_s1035,_x0000_s1036,_x0000_s10=
50,_x0000_s1051,_x0000_s1052,_x0000_s1053,_x0000_s1057,_x0000_s1058,_x0000_=
s1059"
 src=3D"slide0004_image019.gif" style=3D'position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><![endif]>
 <div v:shape=3D"_x0000_s1030" class=3DO style=3D'text-align:center;positio=
n:absolute;
 top:15.5%;left:10.86%;width:24.72%;height:12.4%'><span style=3D'font-size:=
75%'>Parallelogram</span></div>
 <div v:shape=3D"_x0000_s1057" class=3DO style=3D'mso-line-spacing:"100 50 =
0"'><span
 style=3D'position:absolute;top:11.62%;left:60.86%;width:30.43%;height:12.4=
%'><span
 style=3D'font-size:75%'>20&#8217;One side </span></span><span style=3D'pos=
ition:
 absolute;top:24.03%;left:60.86%;width:30.43%;height:12.4%'><span
 style=3D'font-size:75%'>(Height)</span></span></div>
 <div v:shape=3D"_x0000_s1058" class=3DO style=3D'mso-line-spacing:"100 50 =
0"'><span
 style=3D'position:absolute;top:72.86%;left:5.16%;width:23.36%;height:12.4%=
'><span
 style=3D'font-size:75%'>40&#8217; One Side </span></span><span style=3D'po=
sition:
 absolute;top:85.27%;left:5.16%;width:23.36%;height:12.4%'><span
 style=3D'font-size:75%'>(Base) </span></span></div>
 <div v:shape=3D"_x0000_s1059" class=3DO style=3D'mso-line-spacing:"100 50 =
0"'><span
 style=3D'position:absolute;top:55.81%;left:47.01%;width:51.35%;height:12.4=
%'><span
 style=3D'font-size:75%;mso-special-format:lastCR;display:none'>&#13;</span=
></span></div>
 <![if !ppt]></div>
 <![endif]></p:slide></div>

<p:animation number=3D"-273277859"/><oa:par id=3D"TimeNode0" dur=3D"indefin=
ite"
 restart=3D"never" p:nodeType=3D"timingRoot">
 <oa:seq id=3D"TimeNode1" dur=3D"indefinite" prev=3D"document.onpptprev"
  next=3D"document.onpptnext" concurrent=3D"enabled" nextAction=3D"seek"
  p:nodeType=3D"mainSeq">
  <oa:par id=3D"TimeNode2" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode3" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode4" o:presetID=3D"ppt_5" o:presetClass=3D"entrance"
     o:presetSubType=3D"0xA" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"clic=
kEffect">
     <oa:set id=3D"TimeNode5" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s1061" attributeName=3D"style.visibility" to=
=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode6" dur=3D"0.5" targetElement=3D"_x0000=
_s1061"
      transition=3D"in" filter=3D"checkerboard(across)"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode7" o:presetID=3D"ppt_5" o:presetClass=
=3D"entrance"
     o:presetSubType=3D"0xA" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"with=
Effect">
     <oa:set id=3D"TimeNode8" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s1061_AllText" attributeName=3D"style.visibil=
ity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode9" dur=3D"0.5"
      targetElement=3D"_x0000_s1061_AllText" transition=3D"in"
      filter=3D"checkerboard(across)"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode10" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode11" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode12" o:presetID=3D"ppt_5" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0xA" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"clic=
kEffect">
     <oa:set id=3D"TimeNode13" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s1054" attributeName=3D"style.visibility" to=
=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode14" dur=3D"0.5" targetElement=3D"_x000=
0_s1054"
      transition=3D"in" filter=3D"checkerboard(across)"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode15" o:presetID=3D"ppt_5"
     o:presetClass=3D"entrance" o:presetSubType=3D"0xA" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode16" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s1054_AllText" attributeName=3D"style.visibil=
ity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode17" dur=3D"0.5"
      targetElement=3D"_x0000_s1054_AllText" transition=3D"in"
      filter=3D"checkerboard(across)"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode18" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode19" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode20" o:presetID=3D"ppt_5" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0xA" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"clic=
kEffect">
     <oa:set id=3D"TimeNode21" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s1060" attributeName=3D"style.visibility" to=
=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode22" dur=3D"0.5" targetElement=3D"_x000=
0_s1060"
      transition=3D"in" filter=3D"checkerboard(across)"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode23" o:presetID=3D"ppt_5"
     o:presetClass=3D"entrance" o:presetSubType=3D"0xA" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode24" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s1060_AllText" attributeName=3D"style.visibil=
ity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode25" dur=3D"0.5"
      targetElement=3D"_x0000_s1060_AllText" transition=3D"in"
      filter=3D"checkerboard(across)"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
 </oa:seq>
</oa:par>
</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0004_image017.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0004_image018.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0004_image019.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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==

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0005.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0005.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription content=3D"2/7/2006: TRIANGLES">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<!--[if gte IE 5]>
<object id=3DMSOANIM classid=3D"CLSID:A4639D2F-774E-11D3-A490-00C04F6843FB"=
></object>
<object id=3DMSOTIME classid=3D"CLSID:A4639D29-774E-11D3-A490-00C04F6843FB"=
></object>
<![endif]-->
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<style>
<!--
oa\:* { BEHAVIOR: url(#MSOANIM#ANIM) url(#MSOTIME#TIME) }
oa\:par,oa\:seq,oa\:iterate { BEHAVIOR:url(#MSOTIME) }
oa\:video,oa\:audio {BEHAVIOR:url(#MSOTIME) url(#MSOTIME#MEDIA) }
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><script><!--
g_animItemsToHide=3Dnew Array("_x0000_s11289_AllText","_x0000_s11289","_x00=
00_s11287_AllText","_x0000_s11287","_x0000_s11288_AllText","_x0000_s11288",=
"_x0000_s11286_AllText","_x0000_s11286");

//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><p:slidetransition advancetime=3D"0"
 effect=3D"random" direction=3D"transition" flag=3D"1"/>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()" oa:clockstart=3D"onstart">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden;filter:revealtrans(Duration=3D1, Transition=3D23)'><p:sli=
de
 coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47115"/><v:shape id=3D"_x0000_s11266" type=
=3D"#_x0000_m47115"
  style=3D'position:absolute;left:84pt;top:24pt;width:612pt;height:56.875pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"title"/></v:shape><p:shaperange
  href=3D"master06.xml#_x0000_m47116"/><v:shape id=3D"_x0000_s11267" type=
=3D"#_x0000_m47116"
  style=3D'position:absolute;left:36pt;top:90pt;width:672pt;height:450pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"body" position=3D"1"/></v:shape>
 <div v:shape=3D"_x0000_s11266" class=3DT style=3D'text-align:center;positi=
on:absolute;
 top:5.0%;left:12.73%;width:83.14%;height:9.25%'>TRIANGLES</div>
 <div v:shape=3D"_x0000_s11267" class=3DB>
 <div style=3D'text-align:center;position:absolute;top:17.75%;left:6.55%;
 width:94.19%;height:6.75%'><span style=3D'mso-special-format:bullet;color:=
yellow;
 position:absolute;left:4.37%;text-align:left;top:.22em;font-family:Wingdin=
gs;
 font-size:80%'>&reg;</span>Area =3D &frac12; <u>One side</u> x the other <=
u>One
 side&#13;</u></div>
 <div style=3D'text-align:center;position:absolute;top:26.25%;left:6.55%;
 width:94.19%;height:6.75%'><span style=3D'mso-special-format:bullet;color:=
yellow;
 position:absolute;left:4.37%;text-align:left;top:.22em;font-family:Wingdin=
gs;
 font-size:80%'>&reg;</span>Area =3D <u>One side</u> x &frac12; the other <=
u>One
 side</u><span style=3D'font-size:88%;mso-special-format:lastCR;display:non=
e'>&#13;</span></div>
 </div>
 <v:group id=3D"_x0000_s11286" style=3D'position:absolute;left:156pt;top:20=
4pt;
  width:264pt;height:170.5pt' coordorigin=3D"1584,1632" coordsize=3D"2112,1=
364">
  <v:shapetype id=3D"_x0000_t5" coordsize=3D"21600,21600" o:spt=3D"5" adj=
=3D"10800"
   path=3D"m@0,l,21600r21600,xe">
   <v:stroke joinstyle=3D"miter"/>
   <v:formulas>
    <v:f eqn=3D"val #0"/>
    <v:f eqn=3D"prod #0 1 2"/>
    <v:f eqn=3D"sum @1 10800 0"/>
   </v:formulas>
   <v:path gradientshapeok=3D"t" o:connecttype=3D"custom" o:connectlocs=3D"=
@0,0;@1,10800;0,21600;10800,21600;21600,21600;@2,10800"
    textboxrect=3D"0,10800,10800,18000;5400,10800,16200,18000;10800,10800,2=
1600,18000;0,7200,7200,21600;7200,7200,14400,21600;14400,7200,21600,21600"/>
   <v:handles>
    <v:h position=3D"#0,topLeft" xrange=3D"0,21600"/>
   </v:handles>
  </v:shapetype><v:shape id=3D"_x0000_s11268" type=3D"#_x0000_t5" style=3D'=
position:absolute;
   left:1584;top:1632;width:960;height:720;mso-wrap-style:none;v-text-ancho=
r:middle'
   fillcolor=3D"#fcab40 [4]" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1p=
t">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:shape><v:line id=3D"_x0000_s11270" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"2736,1632" to=3D"2736,2352" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrow=3D"block" startarrowwidth=3D"wide" startarrowlength=
=3D"long"
    endarrow=3D"block" endarrowwidth=3D"wide" endarrowlength=3D"long" color=
2=3D"#00007a [0]"
    endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s11271" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"1584,2592" to=3D"2544,2592" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrow=3D"block" startarrowwidth=3D"wide" startarrowlength=
=3D"long"
    endarrow=3D"block" endarrowwidth=3D"wide" endarrowlength=3D"long" color=
2=3D"#00007a [0]"
    endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s11272" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"2160,1632" to=3D"2832,1632" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s11273" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"2640,2352" to=3D"2832,2352" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s11274" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"1584,2448" to=3D"1584,2688" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s11275" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"2544,2448" to=3D"2544,2688" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:shapetype id=3D"_x0000_t202" coordsize=3D"21600,21600" o:spt=
=3D"202"
   path=3D"m,l,21600r21600,l21600,xe">
   <v:stroke joinstyle=3D"miter"/>
   <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
  </v:shapetype><v:shape id=3D"_x0000_s11282" type=3D"#_x0000_t202" style=
=3D'position:absolute;
   left:2736;top:1824;width:960;height:404' filled=3D"f" fillcolor=3D"#fcab=
40 [4]"
   stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  </v:shape><v:shape id=3D"_x0000_s11283" type=3D"#_x0000_t202" style=3D'po=
sition:absolute;
   left:1728;top:2592;width:912;height:404' filled=3D"f" fillcolor=3D"#fcab=
40 [4]"
   stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  </v:shape><p:animation number=3D"1" delay=3D"0" type=3D"object" effect=3D=
"splitIn"
   direction=3D"horizontal" flag=3D"17408"/></v:group><![if !ppt]>
 <div id=3D"_x0000_s11286_AllText" style=3D'position:absolute;top:37.5%;lef=
t:21.53%;
 width:37.26%;height:32.25%;white-space:nowrap'
 onfilterchange=3D"javascript:TickHandler()"><![endif]><![if !vml]><img bor=
der=3D0
 v:shapes=3D"_x0000_s11286,_x0000_s11268,_x0000_s11270,_x0000_s11271,_x0000=
_s11272,_x0000_s11273,_x0000_s11274,_x0000_s11275,_x0000_s11282,_x0000_s112=
83"
 src=3D"slide0005_image020.gif" style=3D'position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><![endif]>
 <div v:shape=3D"_x0000_s11282" class=3DO style=3D'mso-line-spacing:"100 50=
 0"'><span
 style=3D'position:absolute;top:17.82%;left:56.78%;width:41.7%;height:12.4%=
'><span
 style=3D'font-size:75%'>55&#8217; One side </span></span><span style=3D'po=
sition:
 absolute;top:30.23%;left:56.78%;width:39.69%;height:12.4%'><span
 style=3D'font-size:75%'>(Height)</span></span></div>
 <div v:shape=3D"_x0000_s11283" class=3DO style=3D'mso-line-spacing:"100 50=
 0"'><span
 style=3D'position:absolute;top:72.86%;left:9.54%;width:41.7%;height:12.4%'=
><span
 style=3D'font-size:75%'>55&#8217; One side </span></span><span style=3D'po=
sition:
 absolute;top:85.27%;left:9.54%;width:37.68%;height:12.4%'><span
 style=3D'font-size:75%'>(Base)</span></span></div>
 <![if !ppt]></div>
 <![endif]><v:group id=3D"_x0000_s11287" style=3D'position:absolute;left:31=
2pt;
  top:330pt;width:342pt;height:152.5pt' coordorigin=3D"2592,2640" coordsize=
=3D"2448,1220">
  <v:shapetype id=3D"_x0000_t6" coordsize=3D"21600,21600" o:spt=3D"6" path=
=3D"m,l,21600r21600,xe">
   <v:stroke joinstyle=3D"miter"/>
   <v:path gradientshapeok=3D"t" o:connecttype=3D"custom" o:connectlocs=3D"=
0,0;0,10800;0,21600;10800,21600;21600,21600;10800,10800"
    textboxrect=3D"1800,12600,12600,19800"/>
  </v:shapetype><v:shape id=3D"_x0000_s11269" type=3D"#_x0000_t6" style=3D'=
position:absolute;
   left:3600;top:2640;width:1440;height:576;mso-wrap-style:none;
   v-text-anchor:middle' fillcolor=3D"#fcab40 [4]" strokecolor=3D"#eaeaea [=
1]"
   strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:shape><v:line id=3D"_x0000_s11276" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3408,2640" to=3D"3408,3216" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrow=3D"block" startarrowwidth=3D"wide" startarrowlength=
=3D"long"
    endarrow=3D"block" endarrowwidth=3D"wide" endarrowlength=3D"long" color=
2=3D"#00007a [0]"
    endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s11277" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3600,3408" to=3D"5040,3408" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrow=3D"block" startarrowwidth=3D"wide" startarrowlength=
=3D"long"
    endarrow=3D"block" endarrowwidth=3D"wide" endarrowlength=3D"long" color=
2=3D"#00007a [0]"
    endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s11278" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3312,2640" to=3D"3504,2640" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s11279" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3264,3216" to=3D"3504,3216" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s11280" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3600,3264" to=3D"3600,3504" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s11281" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"5040,3264" to=3D"5040,3504" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:shape id=3D"_x0000_s11284" type=3D"#_x0000_t202" style=3D'pos=
ition:absolute;
   left:2592;top:2832;width:768;height:404' filled=3D"f" fillcolor=3D"#fcab=
40 [4]"
   stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  </v:shape><v:shape id=3D"_x0000_s11285" type=3D"#_x0000_t202" style=3D'po=
sition:absolute;
   left:3888;top:3456;width:912;height:404' filled=3D"f" fillcolor=3D"#fcab=
40 [4]"
   stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
   <v:fill color2=3D"#00007a [0]"/>
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
   <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  </v:shape><p:animation number=3D"3" delay=3D"0" type=3D"object" effect=3D=
"splitIn"
   direction=3D"horizontal" flag=3D"17408"/></v:group><![if !ppt]>
 <div id=3D"_x0000_s11287_AllText" style=3D'position:absolute;top:61.0%;lef=
t:43.25%;
 width:48.31%;height:29.0%;white-space:nowrap'
 onfilterchange=3D"javascript:TickHandler()"><![endif]><![if !vml]><img bor=
der=3D0
 v:shapes=3D"_x0000_s11287,_x0000_s11269,_x0000_s11276,_x0000_s11277,_x0000=
_s11278,_x0000_s11279,_x0000_s11280,_x0000_s11281,_x0000_s11284,_x0000_s112=
85"
 src=3D"slide0005_image021.gif" style=3D'position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><![endif]>
 <div v:shape=3D"_x0000_s11284" class=3DO style=3D'mso-line-spacing:"100 50=
 0"'><span
 style=3D'position:absolute;top:18.96%;left:2.32%;width:30.62%;height:13.79=
%'><span
 style=3D'font-size:75%'>55&#8217;One side </span></span><span style=3D'pos=
ition:
 absolute;top:32.75%;left:2.32%;width:27.13%;height:13.79%'><span
 style=3D'font-size:75%'>(Height)</span></span></div>
 <div v:shape=3D"_x0000_s11285" class=3DO style=3D'mso-line-spacing:"100 50=
 0"'><span
 style=3D'position:absolute;top:68.96%;left:54.26%;width:32.94%;height:13.7=
9%'><span
 style=3D'font-size:75%'>90&#8217;One side </span></span><span style=3D'pos=
ition:
 absolute;top:82.75%;left:54.26%;width:32.94%;height:13.79%'><span
 style=3D'font-size:75%'>(Base)</span></span></div>
 <![if !ppt]></div>
 <![endif]><v:shape id=3D"_x0000_s11288" type=3D"#_x0000_t202" style=3D'pos=
ition:absolute;
  left:408pt;top:222pt;width:3in;height:79.125pt' filled=3D"f" fillcolor=3D=
"#fcab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"2" delay=3D"0" type=3D"object" effect=3D"fly" dire=
ction=3D"left"
   flag=3D"17408"/></v:shape>
 <div id=3D"_x0000_s11288_AllText" v:shape=3D"_x0000_s11288" class=3DO
 style=3D'position:absolute;top:42.0%;left:57.67%;width:28.08%;height:13.25=
%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:39.62%'>=3D &frac12; 55 x 55&#13;</div>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:60.37%;
 left:0%;width:100.0%;height:39.62%'>Or =3D55 x &frac12; 55</div>
 </div>
 <v:shape id=3D"_x0000_s11289" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:174pt;top:402pt;width:222pt;height:79.125pt' filled=3D"f" fillcolor=
=3D"#fcab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"4" delay=3D"0" type=3D"object" effect=3D"fly" dire=
ction=3D"left"
   flag=3D"17408"/></v:shape>
 <div id=3D"_x0000_s11289_AllText" v:shape=3D"_x0000_s11289" class=3DO
 style=3D'position:absolute;top:75.5%;left:25.09%;width:29.02%;height:13.25=
%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:39.62%'>=3D1/2 55 x 90&#13;</div>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:60.37%;
 left:0%;width:100.0%;height:39.62%'>Or =3D &frac12; 90 x 55</div>
 </div>
</p:slide></div>

<p:animation number=3D"1990408080"/><oa:par id=3D"TimeNode0" dur=3D"indefin=
ite"
 restart=3D"never" p:nodeType=3D"timingRoot">
 <oa:seq id=3D"TimeNode1" dur=3D"indefinite" prev=3D"document.onpptprev"
  next=3D"document.onpptnext" concurrent=3D"enabled" nextAction=3D"seek"
  p:nodeType=3D"mainSeq">
  <oa:par id=3D"TimeNode2" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode3" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode4" o:presetID=3D"ppt_16" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x1A" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"cli=
ckEffect">
     <oa:set id=3D"TimeNode5" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s11286" attributeName=3D"style.visibility"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode6" dur=3D"0.5" targetElement=3D"_x0000=
_s11286"
      transition=3D"in" filter=3D"barn(inHorizontal)"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode7" o:presetID=3D"ppt_16"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x1A" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode8" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s11286_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode9" dur=3D"0.5"
      targetElement=3D"_x0000_s11286_AllText" transition=3D"in"
      filter=3D"barn(inHorizontal)"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode10" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode11" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode12" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode13" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s11288" attributeName=3D"style.visibility"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode14" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s11288" additive=3D"base" attributeName=3D"pp=
t_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode15" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s11288" additive=3D"base" attributeName=3D"pp=
t_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode16" o:presetID=3D"ppt_2"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x8" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode17" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s11288_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode18" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s11288_AllText" additive=3D"base"
      attributeName=3D"ppt_x" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode19" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s11288_AllText" additive=3D"base"
      attributeName=3D"ppt_y" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode20" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode21" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode22" o:presetID=3D"ppt_16" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x1A" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"cli=
ckEffect">
     <oa:set id=3D"TimeNode23" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s11287" attributeName=3D"style.visibility"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode24" dur=3D"0.5" targetElement=3D"_x000=
0_s11287"
      transition=3D"in" filter=3D"barn(inHorizontal)"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode25" o:presetID=3D"ppt_16"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x1A" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode26" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s11287_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode27" dur=3D"0.5"
      targetElement=3D"_x0000_s11287_AllText" transition=3D"in"
      filter=3D"barn(inHorizontal)"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode28" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode29" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode30" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode31" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s11289" attributeName=3D"style.visibility"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode32" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s11289" additive=3D"base" attributeName=3D"pp=
t_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode33" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s11289" additive=3D"base" attributeName=3D"pp=
t_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode34" o:presetID=3D"ppt_2"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x8" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode35" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s11289_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode36" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s11289_AllText" additive=3D"base"
      attributeName=3D"ppt_x" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode37" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s11289_AllText" additive=3D"base"
      attributeName=3D"ppt_y" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
 </oa:seq>
</oa:par>
<![if ppt]>
<oa:buildParagraph targetElement=3D"_x0000_s11288" groupID=3D"0" build=3D"a=
sAWhole"
 buildLevel=3D"1" reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=
=3D"true"/><oa:buildParagraph
 targetElement=3D"_x0000_s11289" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/>
<![endif]>
</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0005_image020.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0005_image021.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0022.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription
content=3D"2/7/2006: Sample Question:  ODD SHAPES What is the total square =
feet of this lot?">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<!--[if gte IE 5]>
<object id=3DMSOANIM classid=3D"CLSID:A4639D2F-774E-11D3-A490-00C04F6843FB"=
></object>
<object id=3DMSOTIME classid=3D"CLSID:A4639D29-774E-11D3-A490-00C04F6843FB"=
></object>
<![endif]-->
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<style>
<!--
oa\:* { BEHAVIOR: url(#MSOANIM#ANIM) url(#MSOTIME#TIME) }
oa\:par,oa\:seq,oa\:iterate { BEHAVIOR:url(#MSOTIME) }
oa\:video,oa\:audio {BEHAVIOR:url(#MSOTIME) url(#MSOTIME#MEDIA) }
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><script><!--
g_animItemsToHide=3Dnew Array("_x0000_s42105_AllText","_x0000_s42105","_x00=
00_s42101_AllText","_x0000_s42101","_x0000_s42100_AllText","_x0000_s42100",=
"_x0000_s42102_AllText","_x0000_s42102","_x0000_s42099_AllText","_x0000_s42=
099","_x0000_s42098_AllText","_x0000_s42098","_x0000_s42103_AllText","_x000=
0_s42103","_x0000_s42087","_x0000_s42082","_x0000_s42077","_x0000_s42072","=
_x0000_s42067","_x0000_s42062","_x0000_s42003","_x0000_s42057","_x0000_s420=
52","_x0000_s42047","_x0000_s42042","_x0000_s42037","_x0000_s42032","_x0000=
_s41998","_x0000_s42008","_x0000_s42028","_x0000_s42024","_x0000_s42020","_=
x0000_s42016","_x0000_s42012","_x0000_s41994","_x0000_s42097_AllText","_x00=
00_s42097","_x0000_s42094_AllText","_x0000_s42094","_x0000_s42096_AllText",=
"_x0000_s42096","_x0000_s42095_AllText","_x0000_s42095","_x0000_s42104_AllT=
ext","_x0000_s42104","_x0000_s42093_AllText","_x0000_s42093","_x0000_s41987=
","_x0000_s42092_0_91");

//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><p:slidetransition advancetime=3D"0"
 effect=3D"random" direction=3D"transition" flag=3D"1"/><o:shapelayout v:ex=
t=3D"edit">
 <o:idmap v:ext=3D"edit" data=3D"41"/>
</o:shapelayout>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()" oa:clockstart=3D"onstart">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden;filter:revealtrans(Duration=3D1, Transition=3D23)'><p:sli=
de
 coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47115"/><v:shape id=3D"_x0000_s41986" type=
=3D"#_x0000_m47115"
  style=3D'position:absolute;left:0;top:0;width:750pt;height:1in' o:userdra=
wn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"title" position=3D"-1"/></v:shape>
 <div v:shape=3D"_x0000_s41986" class=3DT style=3D'text-align:center'><span
 style=3D'position:absolute;top:-1.25%;left:.93%;width:102.24%;height:6.75%=
'><span
 style=3D'font-size:73%'>Sample Question:<span style=3D'mso-spacerun:yes'>&=
nbsp;
 </span>ODD SHAPES<br>
  </span></span><span style=3D'position:absolute;top:6.0%;left:.93%;width:1=
02.24%;
 height:6.75%'><span style=3D'font-size:73%'>What is the total square feet =
of
 this lot?</span></span></div>
 <v:group id=3D"_x0000_s41987" style=3D'position:absolute;left:282pt;top:2i=
n;
  width:246pt;height:138pt' coordorigin=3D"2448,960" coordsize=3D"1968,1104=
">
  <v:line id=3D"_x0000_s41988" style=3D'position:absolute;mso-wrap-style:no=
ne'
   from=3D"2448,2064" to=3D"4416,2064" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s41989" style=3D'position:absolute;flip:y;
   mso-wrap-style:none' from=3D"4416,1488" to=3D"4416,2064" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s41990" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"4032,1488" to=3D"4416,1488" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s41991" style=3D'position:absolute;flip:y;
   mso-wrap-style:none' from=3D"4032,960" to=3D"4032,1488" strokecolor=3D"#=
eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s41992" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3264,960" to=3D"4032,960" strokecolor=3D"#e=
aeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s41993" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"2448,960" to=3D"3264,2064" strokecolor=3D"#=
eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"2" delay=3D"0" type=3D"object" effect=3D"=
fly"
   direction=3D"left" flag=3D"17408"/></v:group><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s41987,_x0000_s41988,_x0000_s41989,_x0000_s41990,_x0000=
_s41991,_x0000_s41992,_x0000_s41993"
 src=3D"slide0022_image022.gif" style=3D'position:absolute;top:26.5%;left:3=
9.13%;
 width:34.64%;height:26.25%'><![endif]><v:group id=3D"_x0000_s41994" style=
=3D'position:absolute;
  left:282pt;top:2in;width:102pt;height:138pt' coordorigin=3D"2256,1152"
  coordsize=3D"816,1104">
  <v:line id=3D"_x0000_s41995" style=3D'position:absolute;flip:x;mso-wrap-s=
tyle:none'
   from=3D"2256,1152" to=3D"3072,2256" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s41996" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3072,1152" to=3D"3072,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s41997" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"2256,2256" to=3D"3072,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"9" delay=3D"1000" type=3D"object" effect=
=3D"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17408"/></v:g=
roup><![if !vml]><img
 border=3D0 v:shapes=3D"_x0000_s41994,_x0000_s41995,_x0000_s41996,_x0000_s4=
1997"
 src=3D"slide0022_image023.gif" style=3D'position:absolute;top:26.5%;left:3=
9.13%;
 width:14.6%;height:26.25%'><![endif]><v:group id=3D"_x0000_s41998" style=
=3D'position:absolute;
  left:384pt;top:2in;width:96pt;height:138pt' coordorigin=3D"3072,1152"
  coordsize=3D"768,1104">
  <v:line id=3D"_x0000_s41999" style=3D'position:absolute;mso-wrap-style:no=
ne'
   from=3D"3072,1152" to=3D"3072,2256" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42000" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3840,1152" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42001" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3072,1152" to=3D"3840,1152" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42002" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3072,2256" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"16" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17408"/></v:g=
roup><![if !vml]><img
 border=3D0
 v:shapes=3D"_x0000_s41998,_x0000_s41999,_x0000_s42000,_x0000_s42001,_x0000=
_s42002"
 src=3D"slide0022_image024.gif" style=3D'position:absolute;top:26.5%;left:5=
3.18%;
 width:13.85%;height:26.25%'><![endif]><v:group id=3D"_x0000_s42003" style=
=3D'position:absolute;
  left:480pt;top:210pt;width:48pt;height:1in' coordorigin=3D"3840,1680"
  coordsize=3D"384,576">
  <v:line id=3D"_x0000_s42004" style=3D'position:absolute;mso-wrap-style:no=
ne'
   from=3D"3840,1680" to=3D"4224,1680" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42005" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"4224,1680" to=3D"4224,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42006" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3840,2256" to=3D"4224,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42007" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3840,1680" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"23" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17408"/></v:g=
roup><![if !vml]><img
 border=3D0
 v:shapes=3D"_x0000_s42003,_x0000_s42004,_x0000_s42005,_x0000_s42006,_x0000=
_s42007"
 src=3D"slide0022_image025.gif" style=3D'position:absolute;top:38.75%;left:=
66.66%;
 width:7.11%;height:14.0%'><![endif]><v:group id=3D"_x0000_s42008" style=3D=
'position:absolute;
  left:246pt;top:294pt;width:102pt;height:138pt' coordorigin=3D"2256,1152"
  coordsize=3D"816,1104">
  <v:line id=3D"_x0000_s42009" style=3D'position:absolute;flip:x;mso-wrap-s=
tyle:none'
   from=3D"2256,1152" to=3D"3072,2256" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42010" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3072,1152" to=3D"3072,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42011" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"2256,2256" to=3D"3072,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"15" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" flag=3D"17412"/></v:group><![if !vml]><img border=
=3D0
 v:shapes=3D"_x0000_s42008,_x0000_s42009,_x0000_s42010,_x0000_s42011"
 src=3D"slide0022_image026.gif" style=3D'position:absolute;top:54.25%;left:=
34.08%;
 width:14.6%;height:26.25%'><![endif]><v:group id=3D"_x0000_s42012" style=
=3D'position:absolute;
  left:276pt;top:168pt;width:102pt;height:138pt' coordorigin=3D"2256,1152"
  coordsize=3D"816,1104">
  <v:line id=3D"_x0000_s42013" style=3D'position:absolute;flip:x;mso-wrap-s=
tyle:none'
   from=3D"2256,1152" to=3D"3072,2256" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42014" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3072,1152" to=3D"3072,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42015" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"2256,2256" to=3D"3072,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"10" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17412"/></v:g=
roup><![if !vml]><img
 border=3D0 v:shapes=3D"_x0000_s42012,_x0000_s42013,_x0000_s42014,_x0000_s4=
2015"
 src=3D"slide0022_image027.gif" style=3D'position:absolute;top:31.0%;left:3=
8.2%;
 width:14.6%;height:26.25%'><![endif]><v:group id=3D"_x0000_s42016" style=
=3D'position:absolute;
  left:270pt;top:198pt;width:102pt;height:138pt' coordorigin=3D"2256,1152"
  coordsize=3D"816,1104">
  <v:line id=3D"_x0000_s42017" style=3D'position:absolute;flip:x;mso-wrap-s=
tyle:none'
   from=3D"2256,1152" to=3D"3072,2256" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42018" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3072,1152" to=3D"3072,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42019" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"2256,2256" to=3D"3072,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"11" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17412"/></v:g=
roup><![if !vml]><img
 border=3D0 v:shapes=3D"_x0000_s42016,_x0000_s42017,_x0000_s42018,_x0000_s4=
2019"
 src=3D"slide0022_image028.gif" style=3D'position:absolute;top:36.5%;left:3=
7.45%;
 width:14.6%;height:26.25%'><![endif]><v:group id=3D"_x0000_s42020" style=
=3D'position:absolute;
  left:264pt;top:222pt;width:102pt;height:138pt' coordorigin=3D"2256,1152"
  coordsize=3D"816,1104">
  <v:line id=3D"_x0000_s42021" style=3D'position:absolute;flip:x;mso-wrap-s=
tyle:none'
   from=3D"2256,1152" to=3D"3072,2256" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42022" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3072,1152" to=3D"3072,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42023" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"2256,2256" to=3D"3072,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"12" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17412"/></v:g=
roup><![if !vml]><img
 border=3D0 v:shapes=3D"_x0000_s42020,_x0000_s42021,_x0000_s42022,_x0000_s4=
2023"
 src=3D"slide0022_image029.gif" style=3D'position:absolute;top:41.0%;left:3=
6.51%;
 width:14.6%;height:26.25%'><![endif]><v:group id=3D"_x0000_s42024" style=
=3D'position:absolute;
  left:258pt;top:246pt;width:102pt;height:138pt' coordorigin=3D"2256,1152"
  coordsize=3D"816,1104">
  <v:line id=3D"_x0000_s42025" style=3D'position:absolute;flip:x;mso-wrap-s=
tyle:none'
   from=3D"2256,1152" to=3D"3072,2256" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42026" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3072,1152" to=3D"3072,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42027" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"2256,2256" to=3D"3072,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"13" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17412"/></v:g=
roup><![if !vml]><img
 border=3D0 v:shapes=3D"_x0000_s42024,_x0000_s42025,_x0000_s42026,_x0000_s4=
2027"
 src=3D"slide0022_image030.gif" style=3D'position:absolute;top:45.5%;left:3=
5.76%;
 width:14.6%;height:26.25%'><![endif]><v:group id=3D"_x0000_s42028" style=
=3D'position:absolute;
  left:252pt;top:270pt;width:102pt;height:138pt' coordorigin=3D"2256,1152"
  coordsize=3D"816,1104">
  <v:line id=3D"_x0000_s42029" style=3D'position:absolute;flip:x;mso-wrap-s=
tyle:none'
   from=3D"2256,1152" to=3D"3072,2256" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42030" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3072,1152" to=3D"3072,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42031" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"2256,2256" to=3D"3072,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"14" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17412"/></v:g=
roup><![if !vml]><img
 border=3D0 v:shapes=3D"_x0000_s42028,_x0000_s42029,_x0000_s42030,_x0000_s4=
2031"
 src=3D"slide0022_image031.gif" style=3D'position:absolute;top:50.0%;left:3=
5.01%;
 width:14.6%;height:26.25%'><![endif]><v:group id=3D"_x0000_s42032" style=
=3D'position:absolute;
  left:384pt;top:168pt;width:96pt;height:138pt' coordorigin=3D"3072,1152"
  coordsize=3D"768,1104">
  <v:line id=3D"_x0000_s42033" style=3D'position:absolute;mso-wrap-style:no=
ne'
   from=3D"3072,1152" to=3D"3072,2256" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42034" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3840,1152" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42035" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3072,1152" to=3D"3840,1152" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42036" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3072,2256" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"17" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17412"/></v:g=
roup><![if !vml]><img
 border=3D0
 v:shapes=3D"_x0000_s42032,_x0000_s42033,_x0000_s42034,_x0000_s42035,_x0000=
_s42036"
 src=3D"slide0022_image032.gif" style=3D'position:absolute;top:31.0%;left:5=
3.18%;
 width:13.85%;height:26.25%'><![endif]><v:group id=3D"_x0000_s42037" style=
=3D'position:absolute;
  left:384pt;top:198pt;width:96pt;height:138pt' coordorigin=3D"3072,1152"
  coordsize=3D"768,1104">
  <v:line id=3D"_x0000_s42038" style=3D'position:absolute;mso-wrap-style:no=
ne'
   from=3D"3072,1152" to=3D"3072,2256" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42039" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3840,1152" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42040" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3072,1152" to=3D"3840,1152" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42041" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3072,2256" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"18" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17412"/></v:g=
roup><![if !vml]><img
 border=3D0
 v:shapes=3D"_x0000_s42037,_x0000_s42038,_x0000_s42039,_x0000_s42040,_x0000=
_s42041"
 src=3D"slide0022_image033.gif" style=3D'position:absolute;top:36.5%;left:5=
3.18%;
 width:13.85%;height:26.25%'><![endif]><v:group id=3D"_x0000_s42042" style=
=3D'position:absolute;
  left:384pt;top:222pt;width:96pt;height:138pt' coordorigin=3D"3072,1152"
  coordsize=3D"768,1104">
  <v:line id=3D"_x0000_s42043" style=3D'position:absolute;mso-wrap-style:no=
ne'
   from=3D"3072,1152" to=3D"3072,2256" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42044" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3840,1152" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42045" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3072,1152" to=3D"3840,1152" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42046" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3072,2256" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"19" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17412"/></v:g=
roup><![if !vml]><img
 border=3D0
 v:shapes=3D"_x0000_s42042,_x0000_s42043,_x0000_s42044,_x0000_s42045,_x0000=
_s42046"
 src=3D"slide0022_image034.gif" style=3D'position:absolute;top:41.0%;left:5=
3.18%;
 width:13.85%;height:26.25%'><![endif]><v:group id=3D"_x0000_s42047" style=
=3D'position:absolute;
  left:384pt;top:246pt;width:96pt;height:138pt' coordorigin=3D"3072,1152"
  coordsize=3D"768,1104">
  <v:line id=3D"_x0000_s42048" style=3D'position:absolute;mso-wrap-style:no=
ne'
   from=3D"3072,1152" to=3D"3072,2256" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42049" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3840,1152" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42050" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3072,1152" to=3D"3840,1152" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42051" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3072,2256" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"20" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17412"/></v:g=
roup><![if !vml]><img
 border=3D0
 v:shapes=3D"_x0000_s42047,_x0000_s42048,_x0000_s42049,_x0000_s42050,_x0000=
_s42051"
 src=3D"slide0022_image035.gif" style=3D'position:absolute;top:45.5%;left:5=
3.18%;
 width:13.85%;height:26.25%'><![endif]><v:group id=3D"_x0000_s42052" style=
=3D'position:absolute;
  left:384pt;top:270pt;width:96pt;height:138pt' coordorigin=3D"3072,1152"
  coordsize=3D"768,1104">
  <v:line id=3D"_x0000_s42053" style=3D'position:absolute;mso-wrap-style:no=
ne'
   from=3D"3072,1152" to=3D"3072,2256" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42054" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3840,1152" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42055" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3072,1152" to=3D"3840,1152" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42056" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3072,2256" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"21" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17412"/></v:g=
roup><![if !vml]><img
 border=3D0
 v:shapes=3D"_x0000_s42052,_x0000_s42053,_x0000_s42054,_x0000_s42055,_x0000=
_s42056"
 src=3D"slide0022_image036.gif" style=3D'position:absolute;top:50.0%;left:5=
3.18%;
 width:13.85%;height:26.25%'><![endif]><v:group id=3D"_x0000_s42057" style=
=3D'position:absolute;
  left:384pt;top:294pt;width:96pt;height:138pt' coordorigin=3D"3072,1152"
  coordsize=3D"768,1104">
  <v:line id=3D"_x0000_s42058" style=3D'position:absolute;mso-wrap-style:no=
ne'
   from=3D"3072,1152" to=3D"3072,2256" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42059" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3840,1152" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42060" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3072,1152" to=3D"3840,1152" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42061" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3072,2256" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"22" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" flag=3D"17412"/></v:group><![if !vml]><img border=
=3D0
 v:shapes=3D"_x0000_s42057,_x0000_s42058,_x0000_s42059,_x0000_s42060,_x0000=
_s42061"
 src=3D"slide0022_image037.gif" style=3D'position:absolute;top:54.25%;left:=
53.18%;
 width:13.85%;height:26.25%'><![endif]><v:group id=3D"_x0000_s42062" style=
=3D'position:absolute;
  left:486pt;top:234pt;width:48pt;height:1in' coordorigin=3D"3840,1680"
  coordsize=3D"384,576">
  <v:line id=3D"_x0000_s42063" style=3D'position:absolute;mso-wrap-style:no=
ne'
   from=3D"3840,1680" to=3D"4224,1680" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42064" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"4224,1680" to=3D"4224,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42065" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3840,2256" to=3D"4224,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42066" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3840,1680" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"24" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17412"/></v:g=
roup><![if !vml]><img
 border=3D0
 v:shapes=3D"_x0000_s42062,_x0000_s42063,_x0000_s42064,_x0000_s42065,_x0000=
_s42066"
 src=3D"slide0022_image038.gif" style=3D'position:absolute;top:43.25%;left:=
67.41%;
 width:7.11%;height:14.0%'><![endif]><v:group id=3D"_x0000_s42067" style=3D=
'position:absolute;
  left:492pt;top:264pt;width:48pt;height:1in' coordorigin=3D"3840,1680"
  coordsize=3D"384,576">
  <v:line id=3D"_x0000_s42068" style=3D'position:absolute;mso-wrap-style:no=
ne'
   from=3D"3840,1680" to=3D"4224,1680" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42069" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"4224,1680" to=3D"4224,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42070" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3840,2256" to=3D"4224,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42071" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3840,1680" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"25" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17412"/></v:g=
roup><![if !vml]><img
 border=3D0
 v:shapes=3D"_x0000_s42067,_x0000_s42068,_x0000_s42069,_x0000_s42070,_x0000=
_s42071"
 src=3D"slide0022_image039.gif" style=3D'position:absolute;top:48.75%;left:=
68.35%;
 width:7.11%;height:14.0%'><![endif]><v:group id=3D"_x0000_s42072" style=3D=
'position:absolute;
  left:498pt;top:4in;width:48pt;height:1in' coordorigin=3D"3840,1680"
  coordsize=3D"384,576">
  <v:line id=3D"_x0000_s42073" style=3D'position:absolute;mso-wrap-style:no=
ne'
   from=3D"3840,1680" to=3D"4224,1680" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42074" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"4224,1680" to=3D"4224,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42075" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3840,2256" to=3D"4224,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42076" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3840,1680" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"26" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17412"/></v:g=
roup><![if !vml]><img
 border=3D0
 v:shapes=3D"_x0000_s42072,_x0000_s42073,_x0000_s42074,_x0000_s42075,_x0000=
_s42076"
 src=3D"slide0022_image040.gif" style=3D'position:absolute;top:53.25%;left:=
69.1%;
 width:7.11%;height:14.0%'><![endif]><v:group id=3D"_x0000_s42077" style=3D=
'position:absolute;
  left:7in;top:312pt;width:48pt;height:1in' coordorigin=3D"3840,1680"
  coordsize=3D"384,576">
  <v:line id=3D"_x0000_s42078" style=3D'position:absolute;mso-wrap-style:no=
ne'
   from=3D"3840,1680" to=3D"4224,1680" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42079" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"4224,1680" to=3D"4224,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42080" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3840,2256" to=3D"4224,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42081" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3840,1680" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"27" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17412"/></v:g=
roup><![if !vml]><img
 border=3D0
 v:shapes=3D"_x0000_s42077,_x0000_s42078,_x0000_s42079,_x0000_s42080,_x0000=
_s42081"
 src=3D"slide0022_image041.gif" style=3D'position:absolute;top:57.75%;left:=
69.85%;
 width:7.11%;height:14.0%'><![endif]><v:group id=3D"_x0000_s42082" style=3D=
'position:absolute;
  left:510pt;top:336pt;width:48pt;height:1in' coordorigin=3D"3840,1680"
  coordsize=3D"384,576">
  <v:line id=3D"_x0000_s42083" style=3D'position:absolute;mso-wrap-style:no=
ne'
   from=3D"3840,1680" to=3D"4224,1680" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42084" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"4224,1680" to=3D"4224,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42085" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3840,2256" to=3D"4224,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42086" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3840,1680" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"28" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" afterbuild=3D"hideImmediate" flag=3D"17412"/></v:g=
roup><![if !vml]><img
 border=3D0
 v:shapes=3D"_x0000_s42082,_x0000_s42083,_x0000_s42084,_x0000_s42085,_x0000=
_s42086"
 src=3D"slide0022_image042.gif" style=3D'position:absolute;top:62.25%;left:=
70.78%;
 width:7.11%;height:14.0%'><![endif]><v:group id=3D"_x0000_s42087" style=3D=
'position:absolute;
  left:516pt;top:5in;width:48pt;height:1in' coordorigin=3D"3840,1680"
  coordsize=3D"384,576">
  <v:line id=3D"_x0000_s42088" style=3D'position:absolute;mso-wrap-style:no=
ne'
   from=3D"3840,1680" to=3D"4224,1680" strokecolor=3D"#eaeaea [1]" strokewe=
ight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42089" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"4224,1680" to=3D"4224,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42090" style=3D'position:absolute;flip:x;
   mso-wrap-style:none' from=3D"3840,2256" to=3D"4224,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><v:line id=3D"_x0000_s42091" style=3D'position:absolute;
   mso-wrap-style:none' from=3D"3840,1680" to=3D"3840,2256" strokecolor=3D"=
#eaeaea [1]"
   strokeweight=3D"1pt">
   <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarrow=
width=3D"narrow"
    endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
   <v:shadow color=3D"#000054 [2]"/>
  </v:line><p:animation number=3D"29" delay=3D"0" type=3D"object" effect=3D=
"cut"
   direction=3D"noBlack" flag=3D"17412"/></v:group><![if !vml]><img border=
=3D0
 v:shapes=3D"_x0000_s42087,_x0000_s42088,_x0000_s42089,_x0000_s42090,_x0000=
_s42091"
 src=3D"slide0022_image043.gif" style=3D'position:absolute;top:66.5%;left:7=
1.53%;
 width:7.11%;height:14.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47116"/><v:shape id=3D"_x0000_s42092" type=
=3D"#_x0000_m47116"
  style=3D'position:absolute;left:36pt;top:60pt;width:672pt;height:480pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"body" position=3D"-1"/><p:animation number=3D"1" d=
elay=3D"0"
   type=3D"text" level=3D"1" effect=3D"fly" direction=3D"left" flag=3D"1740=
8"/></v:shape>
 <div v:shape=3D"_x0000_s42092" class=3DB>
 <div id=3D"_x0000_s42092_0_91" style=3D'text-align:center;position:absolut=
e;
 top:12.0%;left:8.61%;width:89.88%;height:10.5%;white-space:nowrap'><span
 style=3D'position:absolute;top:0%;left:0%;width:100.0%;height:50.0%'><span
 style=3D'font-size:75%'><span style=3D'mso-special-format:bullet;color:yel=
low;
 position:absolute;left:4.16%;text-align:left;top:.22em;font-family:Wingdin=
gs;
 font-size:80%'>&reg;</span></span><span style=3D'font-size:75%'>(Hint: Div=
ide
 the shape into triangles, squares, and </span></span><span style=3D'positi=
on:
 absolute;top:52.38%;left:1.25%;width:97.7%;height:50.0%'><span
 style=3D'font-size:75%'>rectangles, and calculate their areas&#13;</span><=
/span></div>
 <div style=3D'text-align:center;position:absolute;top:23.75%;left:5.99%;
 width:91.57%;height:5.25%'><span style=3D'mso-special-format:nobullet;
 display:none;color:yellow;font-family:Wingdings;font-size:80%'>&reg;</span=
><span
 style=3D'font-size:75%;display:none'>&#13;</span></div>
 <div style=3D'text-align:center;position:absolute;top:30.75%;left:5.99%;
 width:91.57%;height:6.75%'><span style=3D'mso-special-format:nobullet;
 display:none;color:yellow;font-family:Wingdings;font-size:80%'>&reg;</span=
>&#13;</div>
 <div style=3D'text-align:center;position:absolute;top:39.25%;left:5.99%;
 width:91.57%;height:6.75%'><span style=3D'mso-special-format:nobullet;
 display:none;color:yellow;font-family:Wingdings;font-size:80%'>&reg;</span=
>&#13;</div>
 <div style=3D'text-align:center;position:absolute;top:47.75%;left:5.99%;
 width:91.57%;height:6.75%'><span style=3D'mso-special-format:nobullet;
 display:none;color:yellow;font-family:Wingdings;font-size:80%'>&reg;</span=
>&#13;</div>
 <div style=3D'text-align:center;position:absolute;top:56.25%;left:9.73%;
 width:87.82%;height:6.75%'><span style=3D'visibility:hidden'><span
 style=3D'mso-special-format:bullet;color:yellow;position:absolute;left:45.=
62%;
 text-align:left;font-family:Wingdings;font-size:80%'>&reg;</span></span>&#=
13;</div>
 <div style=3D'text-align:center;position:absolute;top:64.75%;left:9.73%;
 width:87.82%;height:6.75%'><span style=3D'visibility:hidden'><span
 style=3D'mso-special-format:bullet;color:yellow;position:absolute;left:45.=
62%;
 text-align:left;font-family:Wingdings;font-size:80%'>&reg;</span></span>&#=
13;</div>
 <div style=3D'text-align:center;position:absolute;top:73.25%;left:9.73%;
 width:87.82%;height:6.75%'><span style=3D'visibility:hidden'><span
 style=3D'mso-special-format:bullet;color:yellow;position:absolute;left:45.=
62%;
 text-align:left;font-family:Wingdings;font-size:80%'>&reg;</span></span><s=
pan
 style=3D'mso-special-format:lastCR;display:none'>&#13;</span></div>
 </div>
 <v:shapetype id=3D"_x0000_t202" coordsize=3D"21600,21600" o:spt=3D"202" pa=
th=3D"m,l,21600r21600,l21600,xe">
  <v:stroke joinstyle=3D"miter"/>
  <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
 </v:shapetype><v:shape id=3D"_x0000_s42093" type=3D"#_x0000_t202" style=3D=
'position:absolute;
  left:528pt;top:222pt;width:78pt;height:31.25pt' filled=3D"f" fillcolor=3D=
"#fcab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"3" delay=3D"0" type=3D"object" effect=3D"cut"
   direction=3D"noBlack" flag=3D"17412"/></v:shape>
 <div id=3D"_x0000_s42093_AllText" v:shape=3D"_x0000_s42093" class=3DO
 style=3D'position:absolute;top:42.0%;left:74.34%;width:8.98%;height:4.25%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><span style=3D'font-size:83%'>70 ft</span></di=
v>
 </div>
 <v:shape id=3D"_x0000_s42094" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:270pt;top:198pt;width:1in;height:31.25pt' filled=3D"f" fillcolor=3D"=
#fcab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"7" delay=3D"1000" type=3D"object" effect=3D"cut"
   direction=3D"noBlack" flag=3D"17412"/></v:shape>
 <div id=3D"_x0000_s42094_AllText" v:shape=3D"_x0000_s42094" class=3DO
 style=3D'position:absolute;top:37.5%;left:38.57%;width:8.23%;height:4.25%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><span style=3D'font-size:83%'>125 ft</span></d=
iv>
 </div>
 <v:shape id=3D"_x0000_s42095" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:480pt;top:167.375pt;width:78pt;height:31.25pt' filled=3D"f" fillcolo=
r=3D"#fcab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"5" delay=3D"1000" type=3D"object" effect=3D"cut"
   direction=3D"noBlack" flag=3D"17412"/></v:shape>
 <div id=3D"_x0000_s42095_AllText" v:shape=3D"_x0000_s42095" class=3DO
 style=3D'position:absolute;top:32.0%;left:67.6%;width:8.98%;height:4.25%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><span style=3D'font-size:83%'>40 ft</span></di=
v>
 </div>
 <v:shape id=3D"_x0000_s42096" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:396pt;top:138pt;width:78pt;height:31.25pt' filled=3D"f" fillcolor=3D=
"#fcab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"6" delay=3D"1000" type=3D"object" effect=3D"cut"
   direction=3D"noBlack" flag=3D"17412"/></v:shape>
 <div id=3D"_x0000_s42096_AllText" v:shape=3D"_x0000_s42096" class=3DO
 style=3D'position:absolute;top:26.5%;left:55.99%;width:8.98%;height:4.25%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><span style=3D'font-size:83%'>60 ft</span></di=
v>
 </div>
 <v:shape id=3D"_x0000_s42097" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:384pt;top:252pt;width:84pt;height:31.25pt' filled=3D"f" fillcolor=3D=
"#fcab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"8" delay=3D"1000" type=3D"object" effect=3D"cut"
   direction=3D"noBlack" flag=3D"17412"/></v:shape>
 <div id=3D"_x0000_s42097_AllText" v:shape=3D"_x0000_s42097" class=3DO
 style=3D'position:absolute;top:47.5%;left:54.3%;width:9.73%;height:4.25%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><span style=3D'font-size:83%'>175 ft</span></d=
iv>
 </div>
 <v:shape id=3D"_x0000_s42098" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:564pt;top:378pt;width:42pt;height:36pt' filled=3D"f" fillcolor=3D"#f=
cab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"31" delay=3D"1000" type=3D"object" effect=3D"cut"
   direction=3D"noBlack" flag=3D"17412"/></v:shape>
 <div id=3D"_x0000_s42098_AllText" v:shape=3D"_x0000_s42098" class=3DO
 style=3D'position:absolute;top:71.0%;left:79.4%;width:4.11%;height:5.25%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'>70</div>
 </div>
 <v:shape id=3D"_x0000_s42099" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:402pt;top:6in;width:54pt;height:36pt' filled=3D"f" fillcolor=3D"#fca=
b40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"32" delay=3D"0" type=3D"object" effect=3D"cut"
   direction=3D"noBlack" flag=3D"17408"/></v:shape>
 <div id=3D"_x0000_s42099_AllText" v:shape=3D"_x0000_s42099" class=3DO
 style=3D'position:absolute;top:81.0%;left:56.92%;width:5.61%;height:5.25%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'>60</div>
 </div>
 <v:shape id=3D"_x0000_s42100" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:276pt;top:6in;width:60pt;height:36pt' filled=3D"f" fillcolor=3D"#fca=
b40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"34" delay=3D"0" type=3D"object" effect=3D"cut"
   direction=3D"noBlack" flag=3D"17408"/></v:shape>
 <div id=3D"_x0000_s42100_AllText" v:shape=3D"_x0000_s42100" class=3DO
 style=3D'position:absolute;top:81.0%;left:39.32%;width:6.55%;height:5.25%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'>65</div>
 </div>
 <v:shape id=3D"_x0000_s42101" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:300pt;top:354pt;width:54pt;height:36pt' filled=3D"f" fillcolor=3D"#f=
cab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"35" delay=3D"1000" type=3D"object" effect=3D"cut"
   direction=3D"noBlack" flag=3D"17412"/></v:shape>
 <div id=3D"_x0000_s42101_AllText" v:shape=3D"_x0000_s42101" class=3DO
 style=3D'position:absolute;top:66.5%;left:42.69%;width:6.17%;height:5.25%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'>110</div>
 </div>
 <v:shape id=3D"_x0000_s42102" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:6in;top:354pt;width:60pt;height:36pt' filled=3D"f" fillcolor=3D"#fca=
b40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"33" delay=3D"1000" type=3D"object" effect=3D"cut"
   direction=3D"noBlack" flag=3D"17412"/></v:shape>
 <div id=3D"_x0000_s42102_AllText" v:shape=3D"_x0000_s42102" class=3DO
 style=3D'position:absolute;top:66.5%;left:61.04%;width:6.55%;height:5.25%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'>110</div>
 </div>
 <v:shape id=3D"_x0000_s42103" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:516pt;top:6in;width:54pt;height:36pt' filled=3D"f" fillcolor=3D"#fca=
b40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"30" delay=3D"0" type=3D"object" effect=3D"cut"
   direction=3D"noBlack" flag=3D"17408"/></v:shape>
 <div id=3D"_x0000_s42103_AllText" v:shape=3D"_x0000_s42103" class=3DO
 style=3D'position:absolute;top:81.0%;left:72.65%;width:5.61%;height:5.25%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'>50</div>
 </div>
 <v:shape id=3D"_x0000_s42104" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:474pt;top:204pt;width:60pt;height:31.25pt' filled=3D"f" fillcolor=3D=
"#fcab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"4" delay=3D"1000" type=3D"object" effect=3D"cut"
   direction=3D"noBlack" flag=3D"17412"/></v:shape>
 <div id=3D"_x0000_s42104_AllText" v:shape=3D"_x0000_s42104" class=3DO
 style=3D'position:absolute;top:38.75%;left:66.85%;width:6.55%;height:4.25%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><span style=3D'font-size:83%'>50ft</span></div>
 </div>
 <v:shape id=3D"_x0000_s42105" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:90pt;top:485.375pt;width:594pt;height:36pt;mso-wrap-distance-left:0;
  mso-wrap-distance-right:0' filled=3D"f" fillcolor=3D"#fcab40 [4]" stroked=
=3D"f"
  strokecolor=3D"#eaeaea [1]">
  <v:fill color2=3D"#00007a [0]"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"36" delay=3D"0" type=3D"object" effect=3D"fly" dir=
ection=3D"left"
   flag=3D"17408"/></v:shape>
 <div id=3D"_x0000_s42105_AllText" v:shape=3D"_x0000_s42105" class=3DO
 style=3D'position:absolute;top:90.75%;left:13.48%;width:80.71%;height:5.25=
%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><span style=3D'font-family:"Arial Narrow"'>Not=
e: 40
 + 70 =3D 110<span style=3D'mso-tab-count:1;width:7.09%'> </span>175 &#8211=
; 50
 &#8211; 60 =3D 65</span></div>
 </div>
</p:slide></div>

<p:animation number=3D"-359365474"/><oa:par id=3D"TimeNode0" dur=3D"indefin=
ite"
 restart=3D"never" p:nodeType=3D"timingRoot">
 <oa:seq id=3D"TimeNode1" dur=3D"indefinite" prev=3D"document.onpptprev"
  next=3D"document.onpptnext" concurrent=3D"enabled" nextAction=3D"seek"
  p:nodeType=3D"mainSeq">
  <oa:par id=3D"TimeNode2" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode3" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode4" o:presetID=3D"ppt_2" o:presetClass=3D"entrance"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode5" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42092_0_91" attributeName=3D"style.visibilit=
y"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode6" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s42092_0_91" additive=3D"base" attributeName=
=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode7" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s42092_0_91" additive=3D"base" attributeName=
=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode8" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode9" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode10" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"clic=
kEffect">
     <oa:set id=3D"TimeNode11" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s41987" attributeName=3D"style.visibility"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode12" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s41987" additive=3D"base" attributeName=3D"pp=
t_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode13" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s41987" additive=3D"base" attributeName=3D"pp=
t_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
   <oa:par id=3D"TimeNode14" begin=3D"0.5" fill=3D"hold">
    <oa:par id=3D"TimeNode15" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"afterEffect">
     <oa:set id=3D"TimeNode16" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42093" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode17" o:presetID=3D"ppt_1"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode18" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42093_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
    </oa:par>
    <![endif]></oa:par>
   <oa:par id=3D"TimeNode19" begin=3D"1.0" fill=3D"hold">
    <oa:par id=3D"TimeNode20" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"1.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"afterEffect">
     <oa:set id=3D"TimeNode21" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42104" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode22" o:presetID=3D"ppt_1"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"1.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode23" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42104_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
    </oa:par>
    <![endif]></oa:par>
   <oa:par id=3D"TimeNode24" begin=3D"2.5" fill=3D"hold">
    <oa:par id=3D"TimeNode25" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"1.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"afterEffect">
     <oa:set id=3D"TimeNode26" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42095" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode27" o:presetID=3D"ppt_1"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"1.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode28" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42095_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
    </oa:par>
    <![endif]></oa:par>
   <oa:par id=3D"TimeNode29" begin=3D"4.0" fill=3D"hold">
    <oa:par id=3D"TimeNode30" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"1.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"afterEffect">
     <oa:set id=3D"TimeNode31" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42096" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode32" o:presetID=3D"ppt_1"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"1.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode33" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42096_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
    </oa:par>
    <![endif]></oa:par>
   <oa:par id=3D"TimeNode34" begin=3D"5.5" fill=3D"hold">
    <oa:par id=3D"TimeNode35" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"1.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"afterEffect">
     <oa:set id=3D"TimeNode36" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42094" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode37" o:presetID=3D"ppt_1"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"1.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode38" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42094_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
    </oa:par>
    <![endif]></oa:par>
   <oa:par id=3D"TimeNode39" begin=3D"7.0" fill=3D"hold">
    <oa:par id=3D"TimeNode40" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"1.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"afterEffect">
     <oa:set id=3D"TimeNode41" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42097" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode42" o:presetID=3D"ppt_1"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"1.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode43" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42097_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode44" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode45" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode46" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"clic=
kEffect">
     <oa:set id=3D"TimeNode47" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s41994" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode48" begin=3D"TimeNode46.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode46" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s41994"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode49" begin=3D"0.5" fill=3D"hold">
    <oa:par id=3D"TimeNode50" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode51" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42012" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode52" begin=3D"TimeNode50.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode50" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42012"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode53" begin=3D"1.0" fill=3D"hold">
    <oa:par id=3D"TimeNode54" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode55" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42016" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode56" begin=3D"TimeNode54.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode54" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42016"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode57" begin=3D"1.5" fill=3D"hold">
    <oa:par id=3D"TimeNode58" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode59" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42020" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode60" begin=3D"TimeNode58.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode58" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42020"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode61" begin=3D"2.0" fill=3D"hold">
    <oa:par id=3D"TimeNode62" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode63" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42024" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode64" begin=3D"TimeNode62.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode62" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42024"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode65" begin=3D"2.5" fill=3D"hold">
    <oa:par id=3D"TimeNode66" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode67" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42028" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode68" begin=3D"TimeNode66.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode66" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42028"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode69" begin=3D"3.0" fill=3D"hold">
    <oa:par id=3D"TimeNode70" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode71" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42008" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode72" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode73" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode74" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"clic=
kEffect">
     <oa:set id=3D"TimeNode75" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s41998" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode76" begin=3D"TimeNode74.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode74" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s41998"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode77" begin=3D"0.5" fill=3D"hold">
    <oa:par id=3D"TimeNode78" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode79" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42032" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode80" begin=3D"TimeNode78.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode78" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42032"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode81" begin=3D"1.0" fill=3D"hold">
    <oa:par id=3D"TimeNode82" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode83" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42037" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode84" begin=3D"TimeNode82.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode82" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42037"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode85" begin=3D"1.5" fill=3D"hold">
    <oa:par id=3D"TimeNode86" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode87" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42042" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode88" begin=3D"TimeNode86.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode86" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42042"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode89" begin=3D"2.0" fill=3D"hold">
    <oa:par id=3D"TimeNode90" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode91" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42047" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode92" begin=3D"TimeNode90.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode90" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42047"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode93" begin=3D"2.5" fill=3D"hold">
    <oa:par id=3D"TimeNode94" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode95" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42052" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode96" begin=3D"TimeNode94.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode94" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42052"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode97" begin=3D"3.0" fill=3D"hold">
    <oa:par id=3D"TimeNode98" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode99" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42057" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode100" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode101" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode102" o:presetID=3D"ppt_1" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"clic=
kEffect">
     <oa:set id=3D"TimeNode103" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42003" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode104" begin=3D"TimeNode102.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode102" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42003"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode105" begin=3D"0.5" fill=3D"hold">
    <oa:par id=3D"TimeNode106" o:presetID=3D"ppt_1" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode107" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42062" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode108" begin=3D"TimeNode106.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode106" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42062"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode109" begin=3D"1.0" fill=3D"hold">
    <oa:par id=3D"TimeNode110" o:presetID=3D"ppt_1" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode111" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42067" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode112" begin=3D"TimeNode110.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode110" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42067"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode113" begin=3D"1.5" fill=3D"hold">
    <oa:par id=3D"TimeNode114" o:presetID=3D"ppt_1" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode115" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42072" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode116" begin=3D"TimeNode114.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode114" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42072"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode117" begin=3D"2.0" fill=3D"hold">
    <oa:par id=3D"TimeNode118" o:presetID=3D"ppt_1" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode119" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42077" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode120" begin=3D"TimeNode118.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode118" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42077"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode121" begin=3D"2.5" fill=3D"hold">
    <oa:par id=3D"TimeNode122" o:presetID=3D"ppt_1" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode123" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42082" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <oa:set id=3D"TimeNode124" begin=3D"TimeNode122.end" dur=3D"0.001" fill=
=3D"hold"
     o:display=3D"hidden" o:master=3D"TimeNode122" o:masterRel=3D"sameClick"
     o:afterEffect=3D"true" p:nodeType=3D"withEffect" targetElement=3D"_x00=
00_s42082"
     attributeName=3D"style.visibility" override=3D"childStyle" to=3D"hidde=
n"/>
   </oa:par>
   <oa:par id=3D"TimeNode125" begin=3D"3.0" fill=3D"hold">
    <oa:par id=3D"TimeNode126" o:presetID=3D"ppt_1" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode127" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42087" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode128" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode129" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode130" o:presetID=3D"ppt_1" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode131" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42103" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode132" o:presetID=3D"ppt_1"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode133" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42103_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
    </oa:par>
    <![endif]></oa:par>
   <oa:par id=3D"TimeNode134" begin=3D"0.5" fill=3D"hold">
    <oa:par id=3D"TimeNode135" o:presetID=3D"ppt_1" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"1.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"afterEffect">
     <oa:set id=3D"TimeNode136" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42098" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode137" o:presetID=3D"ppt_1"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"1.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode138" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42098_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode139" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode140" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode141" o:presetID=3D"ppt_1" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode142" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42099" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode143" o:presetID=3D"ppt_1"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode144" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42099_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
    </oa:par>
    <![endif]></oa:par>
   <oa:par id=3D"TimeNode145" begin=3D"0.5" fill=3D"hold">
    <oa:par id=3D"TimeNode146" o:presetID=3D"ppt_1" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"1.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"afterEffect">
     <oa:set id=3D"TimeNode147" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42102" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode148" o:presetID=3D"ppt_1"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"1.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode149" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42102_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode150" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode151" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode152" o:presetID=3D"ppt_1" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode153" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42100" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode154" o:presetID=3D"ppt_1"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode155" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42100_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
    </oa:par>
    <![endif]></oa:par>
   <oa:par id=3D"TimeNode156" begin=3D"0.5" fill=3D"hold">
    <oa:par id=3D"TimeNode157" o:presetID=3D"ppt_1" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"1.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"afterEffect">
     <oa:set id=3D"TimeNode158" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42101" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode159" o:presetID=3D"ppt_1"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"1.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode160" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42101_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode161" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode162" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode163" o:presetID=3D"ppt_2" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode164" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42105" attributeName=3D"style.visibility"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode165" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s42105" additive=3D"base" attributeName=3D"pp=
t_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode166" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s42105" additive=3D"base" attributeName=3D"pp=
t_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode167" o:presetID=3D"ppt_2"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x8" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode168" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s42105_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode169" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s42105_AllText" additive=3D"base"
      attributeName=3D"ppt_x" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode170" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s42105_AllText" additive=3D"base"
      attributeName=3D"ppt_y" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
 </oa:seq>
</oa:par>
<![if ppt]>
<oa:buildParagraph targetElement=3D"_x0000_s42092" groupID=3D"0" build=3D"b=
yParagraph"
 buildLevel=3D"1" reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=
=3D"true"/><oa:buildParagraph
 targetElement=3D"_x0000_s42093" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s42094" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s42095" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s42096" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s42097" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s42098" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s42099" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s42100" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s42101" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s42102" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s42103" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s42104" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s42105" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/>
<![endif]>
</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image022.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image023.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhTgBpAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQBM
AGYAgAAAAOrq6gL/hI+py+3fApy0WhTk3XxL3YXiooHjKZbo2oEmCz/mG9fKbOd3Qusx3fOtekHh
iWisBYtJTpHZtDChUcq0OoJSsRHIlrvzgj2T79jwNY/Naq66jX2fxdK5Aw5P5vPGvZ3U8scTwpdT
CHColCKIlsWYiPh4JAgZaVdpeYaZucay6QTzeSEqWlFaaqXoZoMqYxin09r1GiXLKWR7G9vXlKvL
qscb7ON7kFvcuFurvEzbrFqFijz401kNRqoZOrc5zdB9OfRX6T27SDmJfq4eyPib6v5eFi/vSu9H
X/+dn1zH31bOHzx++qgRZEPQ2MCEWwKCopOwn7mI+hy220cRw52MMhoxcpTY8SPIkRyRiFRo8OQt
iyhwqAxZMKKLl9RYeoqZ8QPNGxl6+vwJNKjQoUSLFi0AADs=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image024.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhSgBpAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABI
AGcAgAAAAOrq6gL6RI6py+0PF5i02ouz3ryeDobi+I3meZboymZqC7dvTJtzjXd3zmN7D5z8gr0h
MWc81pLKGLMpC0CJzymqarVJszwsN+T96rZiWrisOaN95DVL7fa046k5nWS/g/P6cb/+pxWINygC
d3dIlxi36Na49ogWWTYpVvl1yZWZtWnVOfUJFdo0qlR6dErFV3iRGuQKBFu0yipX63e7IdtFm7uL
1Hv7izO8FFxbbHbMmuy0XNgMEx2Vq/s8OP12HZi90n21/fcNWO0S3jcuWM62zt5ukU74bjtPEW94
rne/V2+fj/hPUUBGAx0VhHRQUkJKCy01xBQhosSJFA8UAAA7

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image025.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhJgA4AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAk
ADYAgAAAAOrq6gJjjI+py+APo5wz0IupzTzvDkpfSAJjCZ4op65Y62pxOndwDd24o+89/qsFZ8NY
0XVcJVHLUpP0DEVpu8vUVrVmZVtR1/vNhcVjXtl8vrLOJrba446n5eX3iz62a+f8OuMP+FcAADs=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image026.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhTgBpAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQBN
AGYAgAAAAOrq6gL/hI+py+3fQoC02ovmxLx37YWis23jOZomymLr2sbQK9cPDNs6kOe77PP9WsGh
Tig0ipJJ5YfkJEKjpyaPmpphQ1ZDd8v4fsGJ8ZjstZzR5zV47ca649E43WlH3576sOf+Awi4I9in
MDhYk5gYw8golWV4VSX5OKlneckGucn5BtTZGOpJlZnxaWOqdrSleloaCBtbN+QaYWS7kFumtMuL
iwccPDvMKmtMi5ysiAraLPrM4rsHTWY6rUXaqr2Ngk3x+A3uLan5V27OIV6xiJ5+sc7O5Z7GR38X
v6pOf5DHX6/v37spAuEI7BfwoJmDr7IxHPjrIUSEEgH6qWhRF8aMMRExMtlI8RDIkB03FhnJMV81
jiBxoGw4saKKlxFVMovpEadHCTx7+vwJNKjQoUSLFgAAOw==

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image027.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhTgBpAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABN
AGcAgAAAAOrq6gL/hI+py+3vApy02hTk3ZxL3YVi843mCWggylrg2sYRAss2Rt86nu97XfOxgkHh
iWiUFYvJDpPZ3DyjxxlVBE1dQ1nt1gPpfhVi8fhgNp/V6jH7PGm3r/N51G5v4uEkMJ/s9MfjJ2iQ
Z1iIyJV4iFbY6CgIqcg3SbmGYmmiefnF6eXW8kmYiSkaGjPqYqNK0dqZ9AqqpyPbV3vnY7uwO6sr
1Bv5CxxrFAyrRPuTi8t8c9zDSve89QoNmFydrX2KOmRaCr5ZGQ7HeW01gp6+KKnO+P6Ilei7Sn+4
7hpIXx/Hj/wgX4U6/4TpK9jvFsI3CAFia5jwYcMyEA0yELhPYcWINA7/QcHYjtfGQRJHLhlJ0iJK
IChLcoQIA2QVlS1BySx3c2bOKjuPZPgJNKjQoUSLGj2KtAAAOw==

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image028.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhTgBpAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQBM
AGYAgAAAAOrq6gL/hI+py+3fApy0WhTk3XxL3YUi843mqYHneoEqCz/qG9fKbOd3Qusx3fOtekGh
iWisBYtJTpHZtDChUcq0OoJSsRHIlrvzgj2T79jwNY/NajD7XJbCZa15t25ftAH7ZL8vBAioMziY
U5h3YGj4k5XIyPd4lAcZOVdpeYaZucay6QTziefZ2eimdIqKJarIxYq2Slj12tpEW+sXaGt0i5Gr
++vT6ysc1TvMIzurbHzoaoOsp/psSk1aOgS3Ge2wfZn9PWkHyS3mSHmOHlIet54I28HeTvYOP1r/
V49bIc9/r6+mnxx/+ojNK2iPDkKD3RYmM+cwIYmIDKVR3BfmosSHMRo5cey4pGPFjRqRiMToUeQL
geBIqhx50sVJiyxDuYyZciaaDDx7+vwJNKjQoUSJFgAAOw==

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image029.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhTgBpAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABN
AGcAgAAAAOrq6gL/hI+py+3vApy02hTk3bznDoaPpImmqZXnupUqC09uTEPqW+fGi+s03vPBgEJd
L1gUBZFJT4PZbD2jKyaUKhthQ9frdqr9Sm3iixdwLqMr6XK6/W3DsfB5dG5v4tURTl6Y9+cTyLfw
J1gjiBiDuDikVHiw6HjiSAlZGUl5CXLJ6ffoxqj2+WlhakqRmkqWGJfD2gdLN0gVu2MLeFd0i9CL
y6uX9AtcK2x8bJSrvOxK6/z88yo9HVpdRToqykIsm8m3qYldaBm5hinOZV7stK64zm4GH882T69q
fy6fv5evj+/vX5aAcgLeY9BNHUCDZxIqDGPwoK+IEyFShOIQhTeKMhIzfjPEEQPCkCIVeBxXkWRK
SSpLsmy58qQ1mTNhmpSokoRNQxl6+vwJNKjQoUSLGi0AADs=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image030.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhTgBpAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABM
AGcAgAAAAOrq6gL/hI+py+3fApy02iSv3jtkDoaM9IlmmJXneqXsa30qTCvlXOcqntN7DwTMeEET
jlgE8ZDJzqjJIjKhFOSU+mBesZEslzPdfhFX8dhQPle25q+4jTXDqXK1N2bvtvKL+bzox4cBJnjw
J1SIqJR4qMjX6GgHGXk2STlmaSmiqbm40ukUpQYKuvdSuuaDqcqFegmoE9fj6kD7OgtkaxOkSwab
1HsLEywsCswL1UuMlkuH61yz7BvdSl09vHpaiZ39OWq8fSKtZ5SX+ViOvikIOX5HWHjoDiGfWFxr
f/+UDzdfpeFvQpuAAvHkM5TqIMJ/CpkVbOjwHcQwEKfhqxhxH8ZiNQRD9dlocRfIjCFBHhlZkqRJ
kShJdly3sGVMfRNnylT0UhxNjCRu2vAANKjQoUSLGj2KFGkBADs=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image031.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhTgBpAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABM
AGcAgAAAAOrq6gL/hI+py+3fApy0WhTk3XxL3YXiooHjKZbo2oEmCz/mG9fKbOd3Qusx3fOtekHh
iWisBYtJTpHZtDChUcq0OoJSsRHIlrvzgj2T79jwNY/Naq66jX2fxdK5Aw5P5vPGvZ3U8scTwpdT
CHColCKIlsWYiPh4JAgZaVdpeYaZucay6QTzeSEqWlFaaqXoZoMqYxin09r1GiXLKWR7G9vXlKvL
qscb7ON7kFvcuFurvEzbrFqFijz401kNRqoZOrc5zdB9OfRX6T27SDmJfq4eyPib6v5eFi/vSu9H
X/+dn1zH31bOHzx++qgRZEPQ2MCEWwKCopOwn7mI+hy220cRw52MNBoxcpTY8SPIkRyRiFRo8OQt
iyhwqAxZMKKLl9RYeoqZ8QPNGzZDZfgJNKjQoUSLGj16tAAAOw==

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image032.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhSgBpAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABI
AGcAgAAAAOrq6gL5jI+py+2/gJy02ouz3tTwD4aiJ5amSZ7qiqXsy7rwXMr0zdn4fun8L/EBecIh
rmikIZOwJTMWeA6d0hO1Wotid9ctqOvNacMzMDljPvfG6lW63WHDUfL5qG7/4vNiPt2fBXgnGPJm
ZziHCKfYxqjmeAZJJhlG6WW5hYmlWcUp5fkEyiSaRGpkOrVHaIEK1PrzSqS6GkfbZ6sRyzWLq3vE
a+t7I6wETEtcZryK3KRMyPwCDYWb6ywo7WYNiK3CbaXt5/1H3QLOJx5Ivqa+zl6BPuheKz8BX2ie
Z69HX49/6J8I4CKBjQg+MhgJ4SSFlRheggAxosSJBgoAADs=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image033.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhSgBpAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABI
AGcAgAAAAOrq6gL6RI6py+0PF5i02ouz3ryeDobi+I3meZboymZqC7dvTJtzjXd3zmN7D5z8gr0h
MWc81pLKGLMpC0CJzymqarVJszwsN+T96rZiWrisOaN95DVL7fa046k5nWS/g/P6cb/+pxWINygC
d3dIlxi36Na49ogWWTYpVvl1yZWZtWnVOfUJFdo0qlR6dErFV3iRGuQKBFu0yipX63e7IdtFm7uL
1Hv7izO8FFxbbHbMmuy0XNgMEx2Vq/s8OP12HZi90n21/fcNWO0S3jcuWM62zt5ukU74bjtPEW94
rne/V2+fj/hPUUBGAx0VhHRQUkJKCy01xBQhosSJFA8UAAA7

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image034.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhSgBpAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABI
AGcAgAAAAOrq6gL5jI+py+2/gJy02ouz3tTwD4aiJ5amSZ7qiqXsy7rwXMr0zdn4fun8L/EBecIh
rmikIZOwJTMWeA6d0hO1Wotid9ctqOvNacMzMDljPvfG6lW63WHDUfL5qG7/4vNiPt2fBXgnGPJm
ZziHCKfYxqjmeAZJJhlG6WW5hYmlWcUp5fkEyiSaRGpkOrVHaIEK1PrzSqS6GkfbZ6sRyzWLq3vE
a+t7I6wETEtcZryK3KRMyPwCDYWb6ywo7WYNiK3CbaXt5/1H3QLOJx5Ivqa+zl6BPuheKz8BX2ie
Z69HX49/6J8I4CKBjQg+MhgJ4SSFlRheggAxosSJBgoAADs=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image035.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhSgBpAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABI
AGcAgAAAAOrq6gL5jI+py+2/gJy02ouz3tTwD4aiJ5amSZ7qiqXsy7rwXMr0zdn4fun8L/EBecIh
rmikIZOwJTMWeA6d0hO1Wotid9ctqOvNacMzMDljPvfG6lW63WHDUfL5qG7/4vNiPt2fBXgnGPJm
ZziHCKfYxqjmeAZJJhlG6WW5hYmlWcUp5fkEyiSaRGpkOrVHaIEK1PrzSqS6GkfbZ6sRyzWLq3vE
a+t7I6wETEtcZryK3KRMyPwCDYWb6ywo7WYNiK3CbaXt5/1H3QLOJx5Ivqa+zl6BPuheKz8BX2ie
Z69HX49/6J8I4CKBjQg+MhgJ4SSFlRheggAxosSJBgoAADs=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image036.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhSgBpAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABI
AGcAgAAAAOrq6gL0DI6py+0PUzCx2nsn3rzrDobOJ5YlaaYcqrYV68YNLNcIbdd4Hu986/ulgsIT
pag7InvKJbDpHEKjRqqLaM1Ms54td4P9QsLikbf8OqPH6rXZ3YWv2nIFuQ641/VyPtzvBrgmiEZY
ZiiG+KXIxZjlaAVJJRlF6WS5hImkWcQp5PkDyiOaQ2pjmoSnpWqBKuPKxJomGwF7Rcdq+0TLxvug
qwIs5ftGzCBsglxlvKAs4hwCDSIdx2yHq0o9Z33NLYGNpw0GvkfeZ/6HHqg+yF7ofgifKL9I32j/
iB+pP8lf6X8JYCaBm/JMOIgwocKFDBs6fJiwAAA7

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image037.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhSgBpAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABI
AGcAgAAAAOrq6gL6RI6py+0PF5i02ouz3ryeDobi+I3meZboymZqC7dvTJtzjXd3zmN7D5z8gr0h
MWc81pLKGLMpC0CJzymqarVJszwsN+T96rZiWrisOaN95DVL7fa046k5nWS/g/P6cb/+pxWINygC
d3dIlxi36Na49ogWWTYpVvl1yZWZtWnVOfUJFdo0qlR6dErFV3iRGuQKBFu0yipX63e7IdtFm7uL
1Hv7izO8FFxbbHbMmuy0XNgMEx2Vq/s8OP12HZi90n21/fcNWO0S3jcuWM62zt5ukU74bjtPEW94
rne/V2+fj/hPUUBGAx0VhHRQUkJKCy01xBQhosSJFA8UAAA7

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image038.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhJgA4AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAl
ADYAgAAAAOrq6gJ0jI+pywYPo5yUuoqzDbr364UTKJYAaYZo+nGsuL5YLG+1R99Rrj98/9MFb8Na
UXZ8JVnLVNP0LEVhrl5lqqpaR9rtruv1gcNY3NhbboW5a0la887EZ+ft/Fq33m1tyJ7dJxYoOPjn
lgeEKKRIxGjUABm5UAAAOw==

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image039.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhJgA4AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAk
ADYAgAAAAOrq6gJjjI+py+APo5wz0IupzTzvDkpfSAJjCZ4op65Y62pxOndwDd24o+89/qsFZ8NY
0XVcJVHLUpP0DEVpu8vUVrVmZVtR1/vNhcVjXtl8vrLOJrba446n5eX3iz62a+f8OuMP+FcAADs=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image040.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhJgA4AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAk
ADYAgAAAAOrq6gJzjI+pywEPo5x0moozvbpn7oUSKJZkGZ5op66f46ZwzM70e9e51u5Q7wMAfcNd
MXe8JWnLWNP1XEVRU5MtGKmKtDLs5uoVgr1cT1kXzo6xZ9462Malf29i3XhH5pV7Zt/5BxUoNUhV
aDVHl/gQh9HwCLlQAAA7

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image041.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhJgA4AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAl
ADYAgAAAAOrq6gJ0jI+pywYPo5yUuoqzDbr364UTKJYAaYZo+nGsuL5YLG+1R99Rrj98/9MFb8Na
UXZ8JVnLVNP0LEVhrl5lqqpaR9rtruv1gcNY3NhbboW5a0la887EZ+ft/Fq33m1tyJ7dJxYoOPjn
lgeEKKRIxGjUABm5UAAAOw==

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image042.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhJgA4AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAk
ADYAgAAAAOrq6gJyDI6pyxvWonRw2viuZnn7031bKF5kOZ0oVq2S6lJx2s6y3cA4oOO9/ZsFY0NX
cXVEJUtLUfPz9ERHtR2oap1qtCbsjmsB06w3MkL88vrUQLbQTYQb5Ui60s7EO/VQvtRPZZaAxiJ4
Brj1oLjI2Oj4GFAAADs=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0022_image043.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhJgA4AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAl
ADYAgAAAAOrq6gJ0jI+pywYPo5yUuoqzDbr364UTKJYAaYZo+nGsuL5YLG+1R99Rrj98/9MFb8Na
UXZ8JVnLVNP0LEVhrl5lqqpaR9rtruv1gcNY3NhbboW5a0la887EZ+ft/Fq33m1tyJ7dJxYoOPjn
lgeEKKRIxGjUABm5UAAAOw==

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0020.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0020.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription
content=3D"2/7/2006: Add their areas together to get the area of the odd sh=
aped whole.">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<!--[if gte IE 5]>
<object id=3DMSOANIM classid=3D"CLSID:A4639D2F-774E-11D3-A490-00C04F6843FB"=
></object>
<object id=3DMSOTIME classid=3D"CLSID:A4639D29-774E-11D3-A490-00C04F6843FB"=
></object>
<![endif]-->
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<style>
<!--
oa\:* { BEHAVIOR: url(#MSOANIM#ANIM) url(#MSOTIME#TIME) }
oa\:par,oa\:seq,oa\:iterate { BEHAVIOR:url(#MSOTIME) }
oa\:video,oa\:audio {BEHAVIOR:url(#MSOTIME) url(#MSOTIME#MEDIA) }
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><script><!--
g_animItemsToHide=3Dnew Array("_x0000_s39947_AllText","_x0000_s39947","_x00=
00_s39946","_x0000_s39944_AllText","_x0000_s39944","_x0000_s39943_AllText",=
"_x0000_s39943","_x0000_s39941_AllText","_x0000_s39941","_x0000_s39939_49_8=
2","_x0000_s39939_25_49","_x0000_s39939_0_25");

//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><p:slidetransition advancetime=3D"0"
 effect=3D"random" direction=3D"transition" flag=3D"1"/><o:shapelayout v:ex=
t=3D"edit">
 <o:idmap v:ext=3D"edit" data=3D"39"/>
</o:shapelayout>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()" oa:clockstart=3D"onstart">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden;filter:revealtrans(Duration=3D1, Transition=3D23)'><p:sli=
de
 coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47115"/><v:shape id=3D"_x0000_s39938" type=
=3D"#_x0000_m47115"
  style=3D'position:absolute;left:1in;top:36pt;width:9in;height:2in' o:user=
drawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"title"/></v:shape>
 <div v:shape=3D"_x0000_s39938" class=3DT style=3D'text-align:center'><span
 style=3D'position:absolute;top:4.0%;left:5.43%;width:99.43%;height:9.25%'>=
Add
 their areas together to get </span><span style=3D'position:absolute;top:13=
.75%;
 left:11.04%;width:88.2%;height:9.25%'>the area of the odd shaped </span><s=
pan
 style=3D'position:absolute;top:23.5%;left:11.04%;width:88.2%;height:9.25%'=
>whole.</span></div>
 <p:shaperange href=3D"master06.xml#_x0000_m47116"/><v:shape id=3D"_x0000_s=
39939"
  type=3D"#_x0000_m47116" style=3D'position:absolute;left:90pt;top:198pt;wi=
dth:612pt;
  height:162pt' o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"body" position=3D"1"/><p:animation number=3D"1" de=
lay=3D"0"
   type=3D"text" level=3D"1" effect=3D"fly" direction=3D"left" flag=3D"1740=
8"/></v:shape>
 <div v:shape=3D"_x0000_s39939">
 <div class=3DB1 style=3D'mso-margin-left-alt:624'></div>
 <div class=3DB2 style=3D'mso-margin-left-alt:864'></div>
 <div class=3DB3 style=3D'mso-margin-left-alt:1104'></div>
 <div class=3DB4 style=3D'mso-margin-left-alt:1392'></div>
 <div id=3D"_x0000_s39939_0_25" class=3DB style=3D'mso-margin-left-alt:384;
 position:absolute;top:37.75%;left:13.48%;width:83.14%;height:6.75%;white-s=
pace:
 nowrap'><span style=3D'position:absolute;top:0%;left:8.1%;width:91.89%;
 height:100.0%'><span style=3D'mso-special-format:"numbullet3\,1";color:yel=
low;
 position:absolute;left:-8.82%;top:.22em;font-size:80%'>1.</span>Smallest b=
ox =3D
 50 x 70 =3D&#13;</span></div>
 <div id=3D"_x0000_s39939_25_49" class=3DB style=3D'mso-margin-left-alt:384;
 position:absolute;top:46.25%;left:13.48%;width:83.14%;height:6.75%;white-s=
pace:
 nowrap'><span style=3D'position:absolute;top:0%;left:8.1%;width:91.89%;
 height:100.0%'><span style=3D'mso-special-format:"numbullet3\,1";color:yel=
low;
 position:absolute;left:-8.82%;top:.22em;font-size:80%'>2.</span>Larger box=
 =3D
 60 x 110 =3D&#13;</span></div>
 <div id=3D"_x0000_s39939_49_82" class=3DB style=3D'mso-margin-left-alt:384;
 position:absolute;top:54.75%;left:13.48%;width:83.14%;height:6.75%;white-s=
pace:
 nowrap'><span style=3D'position:absolute;top:0%;left:8.1%;width:91.89%;
 height:100.0%'><span style=3D'mso-special-format:"numbullet3\,1";color:yel=
low;
 position:absolute;left:-8.82%;top:.22em;font-size:80%'>3.</span>Triangle a=
rea
 =3D 110 / 2<span style=3D'mso-spacerun:yes'>&nbsp; </span>X 65 =3D </span>=
</div>
 </div>
 <v:shapetype id=3D"_x0000_t202" coordsize=3D"21600,21600" o:spt=3D"202" pa=
th=3D"m,l,21600r21600,l21600,xe">
  <v:stroke joinstyle=3D"miter"/>
  <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
 </v:shapetype><v:shape id=3D"_x0000_s39941" type=3D"#_x0000_t202" style=3D=
'position:absolute;
  left:600pt;top:198pt;width:120pt;height:45.625pt' filled=3D"f" fillcolor=
=3D"#fcab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"2" delay=3D"0" type=3D"object" effect=3D"dissolve"=
 flag=3D"17408"/></v:shape>
 <div id=3D"_x0000_s39941_AllText" v:shape=3D"_x0000_s39941" class=3DO
 style=3D'position:absolute;top:37.75%;left:84.26%;width:14.79%;height:6.75=
%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><span style=3D'font-size:133%'>3500</span></di=
v>
 </div>
 <v:shape id=3D"_x0000_s39942" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:286.75pt;top:309.25pt;width:14.5pt;height:36pt;mso-wrap-style:none;
  v-text-anchor:top-baseline' filled=3D"f" fillcolor=3D"#fcab40 [4]" stroke=
d=3D"f"
  strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"3" delay=3D"0" type=3D"noBuild" effect=3D"fly" dir=
ection=3D"left"
   flag=3D"17408"/></v:shape><v:shape id=3D"_x0000_s39943" type=3D"#_x0000_=
t202"
  style=3D'position:absolute;left:600pt;top:240pt;width:90pt;height:45.625p=
t'
  filled=3D"f" fillcolor=3D"#fcab40 [4]" stroked=3D"f" strokecolor=3D"#eaea=
ea [1]"
  strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"3" delay=3D"0" type=3D"object" effect=3D"dissolve"=
 flag=3D"17408"/></v:shape>
 <div id=3D"_x0000_s39943_AllText" v:shape=3D"_x0000_s39943" class=3DO
 style=3D'position:absolute;top:45.5%;left:84.26%;width:10.86%;height:6.75%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><span style=3D'font-size:133%'>6600</span></di=
v>
 </div>
 <v:shape id=3D"_x0000_s39944" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:600pt;top:4in;width:120pt;height:45.625pt' filled=3D"f" fillcolor=3D=
"#fcab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"4" delay=3D"0" type=3D"object" effect=3D"dissolve"=
 flag=3D"17408"/></v:shape>
 <div id=3D"_x0000_s39944_AllText" v:shape=3D"_x0000_s39944" class=3DO
 style=3D'position:absolute;top:54.5%;left:84.26%;width:14.79%;height:6.75%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><span style=3D'font-size:133%'>3575</span></di=
v>
 </div>
 <v:line id=3D"_x0000_s39946" style=3D'position:absolute;mso-wrap-style:non=
e'
  from=3D"600pt,336pt" to=3D"678pt,336pt" strokecolor=3D"#eaeaea [1]" strok=
eweight=3D"1pt">
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <p:animation number=3D"5" delay=3D"0" type=3D"object" effect=3D"cut"
   direction=3D"noBlack" flag=3D"17412"/></v:line><![if !vml]><img border=
=3D0
 v:shapes=3D"_x0000_s39946" src=3D"slide0020_image044.gif" style=3D'positio=
n:absolute;
 top:62.25%;left:83.33%;width:11.23%;height:.5%'><![endif]><v:shape id=3D"_=
x0000_s39947"
  type=3D"#_x0000_t202" style=3D'position:absolute;left:420pt;top:384pt;wid=
th:552pt;
  height:45.625pt' filled=3D"f" fillcolor=3D"#fcab40 [4]" stroked=3D"f"
  strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"6" delay=3D"0" type=3D"object" effect=3D"dissolve"=
 flag=3D"17408"/></v:shape>
 <div id=3D"_x0000_s39947_AllText" v:shape=3D"_x0000_s39947" class=3DO
 style=3D'position:absolute;top:72.25%;left:59.36%;width:74.9%;height:6.75%;
 white-space:nowrap'>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:0%;left:0%;
 width:100.0%;height:100.0%'><span style=3D'font-size:133%'>13,675 square f=
eet</span></div>
 </div>
</p:slide></div>

<p:animation number=3D"407257499"/><oa:par id=3D"TimeNode0" dur=3D"indefini=
te"
 restart=3D"never" p:nodeType=3D"timingRoot">
 <oa:seq id=3D"TimeNode1" dur=3D"indefinite" prev=3D"document.onpptprev"
  next=3D"document.onpptnext" concurrent=3D"enabled" nextAction=3D"seek"
  p:nodeType=3D"mainSeq">
  <oa:par id=3D"TimeNode2" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode3" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode4" o:presetID=3D"ppt_2" o:presetClass=3D"entrance"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode5" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s39939_0_25" attributeName=3D"style.visibilit=
y"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode6" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s39939_0_25" additive=3D"base" attributeName=
=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode7" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s39939_0_25" additive=3D"base" attributeName=
=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode8" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode9" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode10" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode11" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s39939_25_49" attributeName=3D"style.visibili=
ty"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode12" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s39939_25_49" additive=3D"base" attributeName=
=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode13" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s39939_25_49" additive=3D"base" attributeName=
=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode14" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode15" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode16" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode17" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s39939_49_82" attributeName=3D"style.visibili=
ty"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode18" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s39939_49_82" additive=3D"base" attributeName=
=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode19" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s39939_49_82" additive=3D"base" attributeName=
=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode20" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode21" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode22" o:presetID=3D"ppt_9" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode23" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s39941" attributeName=3D"style.visibility"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode24" dur=3D"0.5" targetElement=3D"_x000=
0_s39941"
      transition=3D"in" filter=3D"dissolve"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode25" o:presetID=3D"ppt_9"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode26" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s39941_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode27" dur=3D"0.5"
      targetElement=3D"_x0000_s39941_AllText" transition=3D"in" filter=3D"d=
issolve"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode28" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode29" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode30" o:presetID=3D"ppt_9" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode31" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s39943" attributeName=3D"style.visibility"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode32" dur=3D"0.5" targetElement=3D"_x000=
0_s39943"
      transition=3D"in" filter=3D"dissolve"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode33" o:presetID=3D"ppt_9"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode34" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s39943_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode35" dur=3D"0.5"
      targetElement=3D"_x0000_s39943_AllText" transition=3D"in" filter=3D"d=
issolve"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode36" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode37" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode38" o:presetID=3D"ppt_9" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode39" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s39944" attributeName=3D"style.visibility"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode40" dur=3D"0.5" targetElement=3D"_x000=
0_s39944"
      transition=3D"in" filter=3D"dissolve"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode41" o:presetID=3D"ppt_9"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode42" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s39944_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode43" dur=3D"0.5"
      targetElement=3D"_x0000_s39944_AllText" transition=3D"in" filter=3D"d=
issolve"/>
    </oa:par>
    <![endif]></oa:par>
   <oa:par id=3D"TimeNode44" begin=3D"0.5" fill=3D"hold">
    <oa:par id=3D"TimeNode45" o:presetID=3D"ppt_1" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" p:nodeType=3D"afte=
rEffect">
     <oa:set id=3D"TimeNode46" begin=3D"0.499" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s39946" attributeName=3D"style.visibility"
      to=3D"visible"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode47" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode48" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode49" o:presetID=3D"ppt_9" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode50" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s39947" attributeName=3D"style.visibility"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode51" dur=3D"0.5" targetElement=3D"_x000=
0_s39947"
      transition=3D"in" filter=3D"dissolve"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode52" o:presetID=3D"ppt_9"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x0" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode53" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s39947_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode54" dur=3D"0.5"
      targetElement=3D"_x0000_s39947_AllText" transition=3D"in" filter=3D"d=
issolve"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
 </oa:seq>
</oa:par>
<![if ppt]>
<oa:buildParagraph targetElement=3D"_x0000_s39939" groupID=3D"0" build=3D"b=
yParagraph"
 buildLevel=3D"1" reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=
=3D"true"/><oa:buildParagraph
 targetElement=3D"_x0000_s39941" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s39943" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s39944" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s39947" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/>
<![endif]>
</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0020_image044.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhPAACAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAAA6
AAEAgAAAAOrq6gIGjI+py+1XADt=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0007.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0007.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription content=3D"2/7/2006">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><p:slidetransition advancetime=3D"0"
 effect=3D"random" direction=3D"transition" flag=3D"1"/><o:shapelayout v:ex=
t=3D"edit">
 <o:idmap v:ext=3D"edit" data=3D"16"/>
</o:shapelayout>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden;filter:revealtrans(Duration=3D1, Transition=3D23)'><p:sli=
de
 coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><v:shape id=3D"_x0000_s163=
87"
  type=3D"#_x0000_t75" style=3D'position:absolute;left:186pt;top:22.375pt;w=
idth:409.5pt;
  height:517.625pt'>
  <v:imagedata src=3D"slide0007_image045.jpg" o:title=3D"cartoon"/>
 </v:shape><![if !vml]><img border=3D0 v:shapes=3D"_x0000_s16387"
 src=3D"slide0007_image045.jpg" style=3D'position:absolute;top:4.25%;left:2=
5.84%;
 width:56.92%;height:95.75%'><![endif]></p:slide></div>

</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0007_image045.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0025.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0025.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription content=3D"2/7/2006: I =3D">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<!--[if gte IE 5]>
<object id=3DMSOANIM classid=3D"CLSID:A4639D2F-774E-11D3-A490-00C04F6843FB"=
></object>
<object id=3DMSOTIME classid=3D"CLSID:A4639D29-774E-11D3-A490-00C04F6843FB"=
></object>
<![endif]-->
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<style>
<!--
oa\:* { BEHAVIOR: url(#MSOANIM#ANIM) url(#MSOTIME#TIME) }
oa\:par,oa\:seq,oa\:iterate { BEHAVIOR:url(#MSOTIME) }
oa\:video,oa\:audio {BEHAVIOR:url(#MSOTIME) url(#MSOTIME#MEDIA) }
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><script><!--
g_animItemsToHide=3Dnew Array("_x0000_s49156_271_332","_x0000_s49156_202_27=
1","_x0000_s49156_124_202","_x0000_s49156_62_124","_x0000_s49156_0_62","_x0=
000_s49157_AllText","_x0000_s49157","_x0000_s49155_0_1");

//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><p:slidetransition advancetime=3D"0"
 effect=3D"random" direction=3D"transition" flag=3D"1"/><o:shapelayout v:ex=
t=3D"edit">
 <o:idmap v:ext=3D"edit" data=3D"48"/>
</o:shapelayout>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()" oa:clockstart=3D"onstart">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden;filter:revealtrans(Duration=3D1, Transition=3D23)'><p:sli=
de
 coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47115"/><v:shape id=3D"_x0000_s49154" type=
=3D"#_x0000_m47115"
  style=3D'position:absolute;left:84pt;top:24pt;width:612pt;height:45.5pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"title"/></v:shape>
 <div v:shape=3D"_x0000_s49154" class=3DT style=3D'text-align:center;positi=
on:absolute;
 top:3.0%;left:12.73%;width:83.14%;height:9.25%'>I =3D</div>
 <p:shaperange href=3D"master06.xml#_x0000_m47116"/><v:shape id=3D"_x0000_s=
49155"
  type=3D"#_x0000_m47116" style=3D'position:absolute;left:108pt;top:81.25pt;
  width:612pt;height:149.125pt' o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"t"/>
  <v:stroke o:forcedash=3D"t"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"body" position=3D"1"/><p:animation number=3D"1" de=
lay=3D"0"
   type=3D"text" level=3D"1" effect=3D"zoom" direction=3D"out"/></v:shape>
 <div id=3D"_x0000_s49155_0_1" v:shape=3D"_x0000_s49155" class=3DB style=3D=
'text-align:
 center;white-space:nowrap'><span style=3D'position:absolute;top:16.0%;
 left:15.91%;width:83.14%;height:6.75%'><span style=3D'mso-special-format:n=
obullet;
 display:none;font-size:80%'>&#8211;</span><span style=3D'mso-special-forma=
t:
 lastCR;display:none'>&#13;</span></span></div>
 <v:shapetype id=3D"_x0000_t202" coordsize=3D"21600,21600" o:spt=3D"202" pa=
th=3D"m,l,21600r21600,l21600,xe">
  <v:stroke joinstyle=3D"miter"/>
  <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
 </v:shapetype><v:shape id=3D"_x0000_s49156" type=3D"#_x0000_t202" style=3D=
'position:absolute;
  left:66pt;top:322.375pt;width:654pt;height:208.5pt' filled=3D"f" fillcolo=
r=3D"#fcab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"3" delay=3D"0" type=3D"text" level=3D"1" effect=3D=
"fly"
   direction=3D"left" flag=3D"17408"/></v:shape>
 <div v:shape=3D"_x0000_s49156" class=3DO>
 <div id=3D"_x0000_s49156_0_62" style=3D'mso-line-spacing:"100 50 0";positi=
on:absolute;
 top:60.75%;left:10.11%;width:95.69%;height:5.25%;white-space:nowrap'>Commi=
ssion<span
 style=3D'mso-tab-count:1;width:3.3%'> </span><span
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp=
;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
 </span>Rate of Commission<span
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Sales
 Price&#13;</div>
 <div id=3D"_x0000_s49156_62_124" style=3D'mso-line-spacing:"100 50 0";posi=
tion:
 absolute;top:68.75%;left:10.11%;width:101.87%;height:5.25%;white-space:now=
rap'><span
 style=3D'mso-spacerun:yes'>&nbsp;</span>Return on Investment<span
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span>Rate of Return <span
 style=3D'mso-tab-count:1;width:7.24%'> </span><span
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span>Loan
 Principal &#13;</div>
 <div id=3D"_x0000_s49156_124_202" style=3D'mso-line-spacing:"100 50 0";pos=
ition:
 absolute;top:76.75%;left:10.11%;width:106.36%;height:5.25%;white-space:now=
rap'>Interest<span
 style=3D'mso-tab-count:1;width:.01%'> </span>/Dividend<span
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp=
;&nbsp;&nbsp;
 </span>Rate of Interest<span
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp=
;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
 </span>Value of Property &#13;</div>
 <div id=3D"_x0000_s49156_202_271" style=3D'mso-line-spacing:"100 50 0";pos=
ition:
 absolute;top:84.75%;left:10.11%;width:100.0%;height:5.25%;white-space:nowr=
ap'>Dividend<span
 style=3D'mso-tab-count:1;width:7.6%'> </span><span
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp=
;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
 </span>Rate of Profit<span
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp=
;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
 </span>Future Value&#13;</div>
 <div id=3D"_x0000_s49156_271_332" style=3D'mso-line-spacing:"100 50 0";pos=
ition:
 absolute;top:92.75%;left:10.11%;width:88.95%;height:5.25%;white-space:nowr=
ap'>Net
 Income/Profit<span
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp=
;&nbsp;
 </span>Capitalization Rate<span
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
 </span>Cost </div>
 </div>
 <v:shape id=3D"_x0000_s49157" type=3D"#_x0000_t202" style=3D'position:abso=
lute;
  left:66pt;top:251.25pt;width:654pt;height:88.75pt' filled=3D"f" fillcolor=
=3D"#fcab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]" strokeweight=3D"1pt">
  <v:fill color2=3D"#00007a [0]"/>
  <v:stroke startarrowwidth=3D"narrow" startarrowlength=3D"short" endarroww=
idth=3D"narrow"
   endarrowlength=3D"short" color2=3D"#00007a [0]" endcap=3D"square"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
  <p:animation number=3D"2" delay=3D"0" type=3D"object" effect=3D"fly" dire=
ction=3D"left"
   flag=3D"17408"/></v:shape>
 <div id=3D"_x0000_s49157_AllText" v:shape=3D"_x0000_s49157" class=3DO
 style=3D'position:absolute;top:47.75%;left:2.8%;width:103.74%;height:14.75=
%;
 white-space:nowrap'>
 <div style=3D'text-align:center;mso-line-spacing:"100 20 0";position:absol=
ute;
 top:0%;left:0%;width:100.0%;height:45.76%'><span style=3D'font-size:133%'>I
 (Made)<span style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp; </span>=3D<span
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp=
;&nbsp;
 </span>R (%)<span
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>x<s=
pan
 style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp=
;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
 </span>V (Paid)&#13;</span></div>
 <div style=3D'mso-line-spacing:"100 50 0";position:absolute;top:64.4%;
 left:7.03%;width:85.74%;height:35.59%'><span style=3D'mso-special-format:l=
astCR;
 display:none'>&#13;</span></div>
 </div>
</p:slide></div>

<p:animation number=3D"983345184"/><oa:par id=3D"TimeNode0" dur=3D"indefini=
te"
 restart=3D"never" p:nodeType=3D"timingRoot">
 <oa:seq id=3D"TimeNode1" dur=3D"indefinite" prev=3D"document.onpptprev"
  next=3D"document.onpptnext" concurrent=3D"enabled" nextAction=3D"seek"
  p:nodeType=3D"mainSeq">
  <![if ppt]><oa:par id=3D"TimeNode2" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode3" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode4" o:presetID=3D"ppt_4" o:presetClass=3D"entrance"
     o:presetSubType=3D"0x10" begin=3D"0.0" end=3D"TimeNode4.begin" fill=3D=
"hold"
     o:groupID=3D"0" p:nodeType=3D"clickEffect" o:nodePlaceholder=3D"true">
     <oa:set id=3D"TimeNode5" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s49155_0_1" attributeName=3D"style.visibility"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode6" dur=3D"0.5"
      targetElement=3D"_x0000_s49155_0_1" transition=3D"in" filter=3D"box(i=
n)"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <![endif]><oa:par id=3D"TimeNode7" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode8" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode9" o:presetID=3D"ppt_2" o:presetClass=3D"entrance"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode10" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s49157" attributeName=3D"style.visibility"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode11" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s49157" additive=3D"base" attributeName=3D"pp=
t_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode12" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s49157" additive=3D"base" attributeName=3D"pp=
t_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
    <![if !ppt]><oa:par id=3D"TimeNode13" o:presetID=3D"ppt_2"
     o:presetClass=3D"entrance" o:presetSubType=3D"0x8" begin=3D"0.0" fill=
=3D"hold"
     p:nodeType=3D"withEffect">
     <oa:set id=3D"TimeNode14" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s49157_AllText" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode15" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s49157_AllText" additive=3D"base"
      attributeName=3D"ppt_x" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode16" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s49157_AllText" additive=3D"base"
      attributeName=3D"ppt_y" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
    <![endif]></oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode17" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode18" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode19" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode20" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s49156_0_62" attributeName=3D"style.visibilit=
y"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode21" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s49156_0_62" additive=3D"base" attributeName=
=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode22" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s49156_0_62" additive=3D"base" attributeName=
=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode23" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode24" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode25" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode26" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s49156_62_124" attributeName=3D"style.visibil=
ity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode27" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s49156_62_124" additive=3D"base" attributeNam=
e=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode28" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s49156_62_124" additive=3D"base" attributeNam=
e=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode29" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode30" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode31" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode32" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s49156_124_202" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode33" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s49156_124_202" additive=3D"base"
      attributeName=3D"ppt_x" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode34" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s49156_124_202" additive=3D"base"
      attributeName=3D"ppt_y" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode35" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode36" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode37" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode38" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s49156_202_271" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode39" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s49156_202_271" additive=3D"base"
      attributeName=3D"ppt_x" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode40" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s49156_202_271" additive=3D"base"
      attributeName=3D"ppt_y" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode41" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode42" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode43" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode44" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s49156_271_332" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode45" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s49156_271_332" additive=3D"base"
      attributeName=3D"ppt_x" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode46" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s49156_271_332" additive=3D"base"
      attributeName=3D"ppt_y" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
 </oa:seq>
</oa:par>
<![if ppt]>
<oa:buildParagraph targetElement=3D"_x0000_s49155" groupID=3D"0" build=3D"b=
yParagraph"
 buildLevel=3D"1" reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=
=3D"true"/><oa:buildParagraph
 targetElement=3D"_x0000_s49156" groupID=3D"0" build=3D"byParagraph" buildL=
evel=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/><oa:bu=
ildParagraph
 targetElement=3D"_x0000_s49157" groupID=3D"0" build=3D"asAWhole" buildLeve=
l=3D"1"
 reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=3D"true"/>
<![endif]>
</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0026.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0026.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription content=3D"2/7/2006:  R x V">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><o:shapelayout v:ext=3D"edit">
 <o:idmap v:ext=3D"edit" data=3D"49"/>
</o:shapelayout>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden'><p:slide coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47115"/><v:shape id=3D"_x0000_s50178" type=
=3D"#_x0000_m47115"
  style=3D'position:absolute;left:84pt;top:24pt;width:612pt;height:90pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"title"/></v:shape><p:shaperange
  href=3D"master06.xml#_x0000_m47116"/><v:shape id=3D"_x0000_s50179" type=
=3D"#_x0000_m47116"
  style=3D'position:absolute;left:84pt;top:132pt;width:612pt;height:324pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"body" position=3D"1"/></v:shape>
 <div v:shape=3D"_x0000_s50178" class=3DT style=3D'text-align:center;positi=
on:absolute;
 top:11.25%;left:12.73%;width:83.14%;height:9.25%'><span
 style=3D'mso-spacerun:yes'>&nbsp;</span>R x V</div>
 <div v:shape=3D"_x0000_s50179" class=3DB>
 <div style=3D'text-align:center;position:absolute;top:25.5%;left:12.73%;
 width:83.14%;height:6.75%'><span style=3D'mso-special-format:nobullet;
 display:none;font-size:80%'>&#8211;</span>I (Made) =3D R (%) x V (Paid) &#=
13;</div>
 <div style=3D'text-align:center;position:absolute;top:34.0%;left:12.73%;
 width:83.14%;height:7.0%'><span style=3D'mso-special-format:nobullet;displ=
ay:
 none;font-size:80%'>&#8211;</span>I (Made) <span style=3D'font-family:"Tim=
es New Roman";
 mso-ascii-font-family:Arial;mso-bidi-font-family:"Times New Roman"'>&divid=
e;</span>
 V (Paid) =3D R (%)&#13;</div>
 <div style=3D'text-align:center;position:absolute;top:42.5%;left:12.73%;
 width:83.14%;height:7.0%'><span style=3D'mso-special-format:nobullet;displ=
ay:
 none;font-size:80%'>&#8211;</span>I (Made) <span style=3D'font-family:"Tim=
es New Roman";
 mso-ascii-font-family:Arial;mso-bidi-font-family:"Times New Roman"'>&divid=
e;</span>
 R (%) =3D V (Paid)</div>
 </div>
</p:slide></div>

</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0015.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0015.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription content=3D"2/7/2006: Sample Q:">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<!--[if gte IE 5]>
<object id=3DMSOANIM classid=3D"CLSID:A4639D2F-774E-11D3-A490-00C04F6843FB"=
></object>
<object id=3DMSOTIME classid=3D"CLSID:A4639D29-774E-11D3-A490-00C04F6843FB"=
></object>
<![endif]-->
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<style>
<!--
oa\:* { BEHAVIOR: url(#MSOANIM#ANIM) url(#MSOTIME#TIME) }
oa\:par,oa\:seq,oa\:iterate { BEHAVIOR:url(#MSOTIME) }
oa\:video,oa\:audio {BEHAVIOR:url(#MSOTIME) url(#MSOTIME#MEDIA) }
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><script><!--
g_animItemsToHide=3Dnew Array("_x0000_s28675_120_144","_x0000_s28675_104_12=
0","_x0000_s28675_34_104","_x0000_s28675_24_34","_x0000_s28675_11_24","_x00=
00_s28675_0_11");

//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><p:slidetransition advancetime=3D"0"
 effect=3D"random" direction=3D"transition" flag=3D"1"/><o:shapelayout v:ex=
t=3D"edit">
 <o:idmap v:ext=3D"edit" data=3D"7,28"/>
</o:shapelayout>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()" oa:clockstart=3D"onstart">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden;filter:revealtrans(Duration=3D1, Transition=3D23)'><p:sli=
de
 coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47116"/><v:shape id=3D"_x0000_s28675" type=
=3D"#_x0000_m47116"
  style=3D'position:absolute;left:84pt;top:143pt;width:612pt;height:313pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"body" position=3D"-1"/><p:animation number=3D"1" d=
elay=3D"0"
   type=3D"text" level=3D"1" effect=3D"spiral"/></v:shape>
 <div v:shape=3D"_x0000_s28675" class=3DB style=3D'position:absolute;top:27=
.0%;
 left:9.55%;width:89.32%;height:52.25%'>
 <div id=3D"_x0000_s28675_0_11" style=3D'text-align:center;mso-line-spacing=
:"90 20 0";
 position:absolute;top:0%;left:3.56%;width:93.08%;height:12.91%;white-space:
 nowrap'><span style=3D'mso-special-format:nobullet;display:none;color:yell=
ow;
 font-family:Wingdings;font-size:80%'>&reg;</span>PERCENTAGE&#13;</div>
 <div id=3D"_x0000_s28675_11_24" style=3D'text-align:center;mso-line-spacin=
g:"90 20 0";
 position:absolute;top:14.83%;left:3.56%;width:93.08%;height:12.91%;white-s=
pace:
 nowrap'><span style=3D'mso-special-format:nobullet;display:none;color:yell=
ow;
 font-family:Wingdings;font-size:80%'>&reg;</span>(Commission)&#13;</div>
 <div id=3D"_x0000_s28675_24_34" style=3D'text-align:center;mso-line-spacin=
g:"90 20 0";
 position:absolute;top:29.66%;left:3.56%;width:93.08%;height:12.91%;white-s=
pace:
 nowrap'><span style=3D'mso-special-format:nobullet;display:none;color:yell=
ow;
 font-family:Wingdings;font-size:80%'>&reg;</span>I =3D % x V&#13;</div>
 <div id=3D"_x0000_s28675_34_104" style=3D'text-align:center;mso-line-spaci=
ng:"90 20 0";
 position:absolute;top:44.49%;left:0%;width:100.0%;height:25.35%;white-spac=
e:
 nowrap'><span style=3D'position:absolute;top:0%;left:0%;width:100.0%;heigh=
t:
 50.94%'><span style=3D'mso-special-format:nobullet;display:none;color:yell=
ow;
 font-family:Wingdings;font-size:80%'>&reg;</span>If $9,900 was a 6%
 commission, what </span><span style=3D'position:absolute;top:49.05%;left:7=
.75%;
 width:88.88%;height:50.94%'>was the sales price of the house?&#13;</span><=
/div>
 <div id=3D"_x0000_s28675_104_120" style=3D'text-align:center;mso-line-spac=
ing:
 "90 20 0";position:absolute;top:71.77%;left:3.56%;width:93.08%;height:12.9=
1%;
 white-space:nowrap'><span style=3D'mso-special-format:nobullet;display:non=
e;
 color:yellow;font-family:Wingdings;font-size:80%'>&reg;</span>$9,900 =3D 6=
% x
 V&#13;</div>
 <div id=3D"_x0000_s28675_120_144" style=3D'text-align:center;mso-line-spac=
ing:
 "90 20 0";position:absolute;top:86.6%;left:3.56%;width:93.08%;height:13.39=
%;
 white-space:nowrap'><span style=3D'mso-special-format:nobullet;display:non=
e;
 color:yellow;font-family:Wingdings;font-size:80%'>&reg;</span>$9,900 <span
 style=3D'font-family:"Times New Roman";mso-ascii-font-family:Arial;mso-bid=
i-font-family:
 "Times New Roman"'>&divide;</span><span style=3D'font-family:Arial;mso-asc=
ii-font-family:
 Arial;mso-bidi-font-family:"Times New Roman"'> .06 =3D $165,000</span></di=
v>
 </div>
 <v:shape id=3D"_x0000_s28676" type=3D"#_x0000_t75" style=3D'position:absol=
ute;
  left:348pt;top:30pt;width:108pt;height:108pt'>
  <v:imagedata src=3D"slide0015_image046.gif" o:title=3D"j0178310"/>
  <o:lock v:ext=3D"edit" cropping=3D"t"/>
 </v:shape><![if !vml]><img border=3D0 v:shapes=3D"_x0000_s28676"
 src=3D"slide0015_image046.gif" style=3D'position:absolute;top:5.5%;left:48=
.31%;
 width:14.98%;height:20.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47115"/><v:shape id=3D"_x0000_s28677" type=
=3D"#_x0000_m47115"
  style=3D'position:absolute;left:84pt;top:24pt;width:612pt;height:90pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"title" position=3D"-1"/></v:shape>
 <div v:shape=3D"_x0000_s28677" class=3DT style=3D'position:absolute;top:11=
.25%;
 left:12.73%;width:83.14%;height:9.25%'>Sample Q:</div>
</p:slide></div>

<p:animation number=3D"-460410871"/><oa:par id=3D"TimeNode0" dur=3D"indefin=
ite"
 restart=3D"never" p:nodeType=3D"timingRoot">
 <oa:seq id=3D"TimeNode1" dur=3D"indefinite" prev=3D"document.onpptprev"
  next=3D"document.onpptnext" concurrent=3D"enabled" nextAction=3D"seek"
  p:nodeType=3D"mainSeq">
  <oa:par id=3D"TimeNode2" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode3" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode4" o:presetID=3D"ppt_15" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode5" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s28675_0_11" attributeName=3D"style.visibilit=
y"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode6" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_0_11" attributeName=3D"ppt_w" calcmode=
=3D"linear"
      valueType=3D"number" keyTimes=3D"0.0;1.0" values=3D"0.0;#ppt_w"/>
     <oa:animate id=3D"TimeNode7" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_0_11" attributeName=3D"ppt_h" calcmode=
=3D"linear"
      valueType=3D"number" keyTimes=3D"0.0;1.0" values=3D"0.0;#ppt_h"/>
     <oa:animate id=3D"TimeNode8" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_0_11" attributeName=3D"ppt_x" calcmode=
=3D"linear"
      valueType=3D"number" keyTimes=3D"0.0;1.0"
      formulas=3D"#ppt_x+(cos(-2*pi*(1-$))*-#ppt_x-sin(-2*pi*(1-$))*(1-#ppt=
_y))*(1-$)"
      values=3D"0.0;1.0"/>
     <oa:animate id=3D"TimeNode9" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_0_11" attributeName=3D"ppt_y" calcmode=
=3D"linear"
      valueType=3D"number" keyTimes=3D"0.0;1.0"
      formulas=3D"#ppt_y+(sin(-2*pi*(1-$))*-#ppt_x+cos(-2*pi*(1-$))*(1-#ppt=
_y))*(1-$)"
      values=3D"0.0;1.0"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode10" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode11" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode12" o:presetID=3D"ppt_15" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode13" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s28675_11_24" attributeName=3D"style.visibili=
ty"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode14" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_11_24" attributeName=3D"ppt_w"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0.0;#ppt_w"/>
     <oa:animate id=3D"TimeNode15" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_11_24" attributeName=3D"ppt_h"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0.0;#ppt_h"/>
     <oa:animate id=3D"TimeNode16" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_11_24" attributeName=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      formulas=3D"#ppt_x+(cos(-2*pi*(1-$))*-#ppt_x-sin(-2*pi*(1-$))*(1-#ppt=
_y))*(1-$)"
      values=3D"0.0;1.0"/>
     <oa:animate id=3D"TimeNode17" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_11_24" attributeName=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      formulas=3D"#ppt_y+(sin(-2*pi*(1-$))*-#ppt_x+cos(-2*pi*(1-$))*(1-#ppt=
_y))*(1-$)"
      values=3D"0.0;1.0"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode18" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode19" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode20" o:presetID=3D"ppt_15" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode21" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s28675_24_34" attributeName=3D"style.visibili=
ty"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode22" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_24_34" attributeName=3D"ppt_w"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0.0;#ppt_w"/>
     <oa:animate id=3D"TimeNode23" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_24_34" attributeName=3D"ppt_h"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0.0;#ppt_h"/>
     <oa:animate id=3D"TimeNode24" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_24_34" attributeName=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      formulas=3D"#ppt_x+(cos(-2*pi*(1-$))*-#ppt_x-sin(-2*pi*(1-$))*(1-#ppt=
_y))*(1-$)"
      values=3D"0.0;1.0"/>
     <oa:animate id=3D"TimeNode25" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_24_34" attributeName=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      formulas=3D"#ppt_y+(sin(-2*pi*(1-$))*-#ppt_x+cos(-2*pi*(1-$))*(1-#ppt=
_y))*(1-$)"
      values=3D"0.0;1.0"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode26" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode27" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode28" o:presetID=3D"ppt_15" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode29" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s28675_34_104" attributeName=3D"style.visibil=
ity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode30" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_34_104" attributeName=3D"ppt_w"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0.0;#ppt_w"/>
     <oa:animate id=3D"TimeNode31" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_34_104" attributeName=3D"ppt_h"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0.0;#ppt_h"/>
     <oa:animate id=3D"TimeNode32" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_34_104" attributeName=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      formulas=3D"#ppt_x+(cos(-2*pi*(1-$))*-#ppt_x-sin(-2*pi*(1-$))*(1-#ppt=
_y))*(1-$)"
      values=3D"0.0;1.0"/>
     <oa:animate id=3D"TimeNode33" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_34_104" attributeName=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      formulas=3D"#ppt_y+(sin(-2*pi*(1-$))*-#ppt_x+cos(-2*pi*(1-$))*(1-#ppt=
_y))*(1-$)"
      values=3D"0.0;1.0"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode34" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode35" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode36" o:presetID=3D"ppt_15" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode37" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s28675_104_120" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode38" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_104_120" attributeName=3D"ppt_w"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0.0;#ppt_w"/>
     <oa:animate id=3D"TimeNode39" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_104_120" attributeName=3D"ppt_h"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0.0;#ppt_h"/>
     <oa:animate id=3D"TimeNode40" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_104_120" attributeName=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      formulas=3D"#ppt_x+(cos(-2*pi*(1-$))*-#ppt_x-sin(-2*pi*(1-$))*(1-#ppt=
_y))*(1-$)"
      values=3D"0.0;1.0"/>
     <oa:animate id=3D"TimeNode41" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_104_120" attributeName=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      formulas=3D"#ppt_y+(sin(-2*pi*(1-$))*-#ppt_x+cos(-2*pi*(1-$))*(1-#ppt=
_y))*(1-$)"
      values=3D"0.0;1.0"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode42" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode43" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode44" o:presetID=3D"ppt_15" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0x0" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode45" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s28675_120_144" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode46" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_120_144" attributeName=3D"ppt_w"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0.0;#ppt_w"/>
     <oa:animate id=3D"TimeNode47" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_120_144" attributeName=3D"ppt_h"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0.0;#ppt_h"/>
     <oa:animate id=3D"TimeNode48" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_120_144" attributeName=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      formulas=3D"#ppt_x+(cos(-2*pi*(1-$))*-#ppt_x-sin(-2*pi*(1-$))*(1-#ppt=
_y))*(1-$)"
      values=3D"0.0;1.0"/>
     <oa:animate id=3D"TimeNode49" dur=3D"1.0" fill=3D"hold"
      targetElement=3D"_x0000_s28675_120_144" attributeName=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      formulas=3D"#ppt_y+(sin(-2*pi*(1-$))*-#ppt_x+cos(-2*pi*(1-$))*(1-#ppt=
_y))*(1-$)"
      values=3D"0.0;1.0"/>
    </oa:par>
   </oa:par>
  </oa:par>
 </oa:seq>
</oa:par>
<![if ppt]>
<oa:buildParagraph targetElement=3D"_x0000_s28675" groupID=3D"0" build=3D"b=
yParagraph"
 buildLevel=3D"1" reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=
=3D"true"/>
<![endif]>
</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0015_image046.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0016.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0016.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription content=3D"2/7/2006: Sample: TAXES">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<!--[if gte IE 5]>
<object id=3DMSOANIM classid=3D"CLSID:A4639D2F-774E-11D3-A490-00C04F6843FB"=
></object>
<object id=3DMSOTIME classid=3D"CLSID:A4639D29-774E-11D3-A490-00C04F6843FB"=
></object>
<![endif]-->
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<style>
<!--
oa\:* { BEHAVIOR: url(#MSOANIM#ANIM) url(#MSOTIME#TIME) }
oa\:par,oa\:seq,oa\:iterate { BEHAVIOR:url(#MSOTIME) }
oa\:video,oa\:audio {BEHAVIOR:url(#MSOTIME) url(#MSOTIME#MEDIA) }
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><script><!--
g_animItemsToHide=3Dnew Array("_x0000_s30723_124_135","_x0000_s30723_103_12=
4","_x0000_s30723_10_103","_x0000_s30723_0_10");

//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><p:slidetransition advancetime=3D"0"
 effect=3D"random" direction=3D"transition" flag=3D"1"/><o:shapelayout v:ex=
t=3D"edit">
 <o:idmap v:ext=3D"edit" data=3D"30"/>
</o:shapelayout>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()" oa:clockstart=3D"onstart">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden;filter:revealtrans(Duration=3D1, Transition=3D23)'><p:sli=
de
 coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47115"/><v:shape id=3D"_x0000_s30722" type=
=3D"#_x0000_m47115"
  style=3D'position:absolute;left:84pt;top:24pt;width:612pt;height:90pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"title"/></v:shape>
 <div v:shape=3D"_x0000_s30722" class=3DT style=3D'text-align:center;positi=
on:absolute;
 top:11.25%;left:12.73%;width:83.14%;height:9.25%'>Sample: TAXES</div>
 <p:shaperange href=3D"master06.xml#_x0000_m47116"/><v:shape id=3D"_x0000_s=
30723"
  type=3D"#_x0000_m47116" style=3D'position:absolute;left:84pt;top:132pt;wi=
dth:612pt;
  height:324pt' o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"body" position=3D"1"/><p:animation number=3D"1" de=
lay=3D"0"
   type=3D"text" level=3D"1" effect=3D"stretch" direction=3D"across"/></v:s=
hape>
 <div v:shape=3D"_x0000_s30723" class=3DB style=3D'position:absolute;top:25=
.5%;
 left:4.49%;width:99.62%;height:46.5%'>
 <div id=3D"_x0000_s30723_0_10" style=3D'text-align:center;position:absolut=
e;
 top:0%;left:8.27%;width:83.45%;height:14.51%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>I =3D R x V&#13;</div>
 <div id=3D"_x0000_s30723_10_103" style=3D'text-align:center;position:absol=
ute;
 top:18.27%;left:0%;width:100.0%;height:45.16%;white-space:nowrap'><span
 style=3D'position:absolute;top:0%;left:0%;width:100.0%;height:32.14%'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>How much will be owed on a home valued </span><=
span
 style=3D'position:absolute;top:34.52%;left:7.51%;width:88.72%;height:32.14=
%'>at
 $174,000 if the annual property tax </span><span style=3D'position:absolut=
e;
 top:67.85%;left:12.03%;width:79.69%;height:32.14%'>rate is 1.05%?&#13;</sp=
an></div>
 <div id=3D"_x0000_s30723_103_124" style=3D'text-align:center;position:abso=
lute;
 top:67.2%;left:8.27%;width:83.45%;height:14.51%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>I =3D .0105 x $174,000&#13;</div>
 <div id=3D"_x0000_s30723_124_135" style=3D'text-align:center;position:abso=
lute;
 top:85.48%;left:8.27%;width:83.45%;height:14.51%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>I =3D $1,827</div>
 </div>
 <v:shape id=3D"_x0000_s30724" type=3D"#_x0000_t75" style=3D'position:absol=
ute;
  left:480pt;top:305.75pt;width:217.25pt;height:215.125pt'>
  <v:imagedata src=3D"slide0016_image047.wmz" o:title=3D"j0249163"/>
 </v:shape><![if !vml]><img border=3D0 v:shapes=3D"_x0000_s30724"
 src=3D"slide0016_image048.gif" style=3D'position:absolute;top:56.49%;left:=
66.66%;
 width:30.14%;height:39.75%'><![endif]></p:slide></div>

<p:animation number=3D"1421178907"/><oa:par id=3D"TimeNode0" dur=3D"indefin=
ite"
 restart=3D"never" p:nodeType=3D"timingRoot">
 <oa:seq id=3D"TimeNode1" dur=3D"indefinite" prev=3D"document.onpptprev"
  next=3D"document.onpptnext" concurrent=3D"enabled" nextAction=3D"seek"
  p:nodeType=3D"mainSeq">
  <oa:par id=3D"TimeNode2" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode3" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode4" o:presetID=3D"ppt_17" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0xA" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode5" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s30723_0_10" attributeName=3D"style.visibilit=
y"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode6" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s30723_0_10" attributeName=3D"ppt_w" calcmode=
=3D"linear"
      valueType=3D"number" keyTimes=3D"0.0;1.0" values=3D"0.0;#ppt_w"/>
     <oa:animate id=3D"TimeNode7" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s30723_0_10" attributeName=3D"ppt_h" calcmode=
=3D"linear"
      valueType=3D"number" keyTimes=3D"0.0;1.0" values=3D"#ppt_h;#ppt_h"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode8" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode9" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode10" o:presetID=3D"ppt_17" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0xA" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode11" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s30723_10_103" attributeName=3D"style.visibil=
ity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode12" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s30723_10_103" attributeName=3D"ppt_w"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0.0;#ppt_w"/>
     <oa:animate id=3D"TimeNode13" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s30723_10_103" attributeName=3D"ppt_h"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_h;#ppt_h"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode14" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode15" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode16" o:presetID=3D"ppt_17" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0xA" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode17" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s30723_103_124" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode18" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s30723_103_124" attributeName=3D"ppt_w"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0.0;#ppt_w"/>
     <oa:animate id=3D"TimeNode19" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s30723_103_124" attributeName=3D"ppt_h"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_h;#ppt_h"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode20" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode21" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode22" o:presetID=3D"ppt_17" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0xA" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode23" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s30723_124_135" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode24" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s30723_124_135" attributeName=3D"ppt_w"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0.0;#ppt_w"/>
     <oa:animate id=3D"TimeNode25" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s30723_124_135" attributeName=3D"ppt_h"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_h;#ppt_h"/>
    </oa:par>
   </oa:par>
  </oa:par>
 </oa:seq>
</oa:par>
<![if ppt]>
<oa:buildParagraph targetElement=3D"_x0000_s30723" groupID=3D"0" build=3D"b=
yParagraph"
 buildLevel=3D"1" reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=
=3D"true"/>
<![endif]>
</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0016_image047.wmz
Content-Transfer-Encoding: base64
Content-Type: image/x-wmz
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0016_image048.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0017.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0017.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription content=3D"2/7/2006: Sample: INTEREST">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<!--[if gte IE 5]>
<object id=3DMSOANIM classid=3D"CLSID:A4639D2F-774E-11D3-A490-00C04F6843FB"=
></object>
<object id=3DMSOTIME classid=3D"CLSID:A4639D29-774E-11D3-A490-00C04F6843FB"=
></object>
<![endif]-->
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<style>
<!--
oa\:* { BEHAVIOR: url(#MSOANIM#ANIM) url(#MSOTIME#TIME) }
oa\:par,oa\:seq,oa\:iterate { BEHAVIOR:url(#MSOTIME) }
oa\:video,oa\:audio {BEHAVIOR:url(#MSOTIME) url(#MSOTIME#MEDIA) }
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><script><!--
g_animItemsToHide=3Dnew Array("_x0000_s32771_121_133","_x0000_s32771_101_12=
1","_x0000_s32771_82_101","_x0000_s32771_11_82","_x0000_s32771_0_11");

//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><p:slidetransition advancetime=3D"0"
 effect=3D"random" direction=3D"transition" flag=3D"1"/><o:shapelayout v:ex=
t=3D"edit">
 <o:idmap v:ext=3D"edit" data=3D"32"/>
</o:shapelayout>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()" oa:clockstart=3D"onstart">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden;filter:revealtrans(Duration=3D1, Transition=3D23)'><p:sli=
de
 coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47115"/><v:shape id=3D"_x0000_s32770" type=
=3D"#_x0000_m47115"
  style=3D'position:absolute;left:84pt;top:24pt;width:612pt;height:90pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"title"/></v:shape>
 <div v:shape=3D"_x0000_s32770" class=3DT style=3D'text-align:center;positi=
on:absolute;
 top:11.25%;left:12.73%;width:83.14%;height:9.25%'>Sample: INTEREST</div>
 <p:shaperange href=3D"master06.xml#_x0000_m47116"/><v:shape id=3D"_x0000_s=
32771"
  type=3D"#_x0000_m47116" style=3D'position:absolute;left:84pt;top:132pt;wi=
dth:612pt;
  height:324pt' o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"body" position=3D"1"/><p:animation number=3D"1" de=
lay=3D"0"
   type=3D"text" level=3D"1" effect=3D"fly" direction=3D"left" flag=3D"1740=
8"/></v:shape>
 <div v:shape=3D"_x0000_s32771" class=3DB>
 <div id=3D"_x0000_s32771_0_11" style=3D'text-align:center;position:absolut=
e;
 top:25.5%;left:12.73%;width:83.14%;height:6.75%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>I =3D R x V &#13;</div>
 <div id=3D"_x0000_s32771_11_82" style=3D'text-align:center;position:absolu=
te;
 top:34.0%;left:11.23%;width:89.88%;height:14.0%;white-space:nowrap'><span
 style=3D'position:absolute;top:0%;left:1.66%;width:92.5%;height:48.21%'><s=
pan
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>How much interest will be paid on </span><span
 style=3D'position:absolute;top:51.78%;left:0%;width:100.0%;height:48.21%'>=
$50,000
 loaned for two years at 12%?&#13;</span></div>
 <div id=3D"_x0000_s32771_82_101" style=3D'text-align:center;position:absol=
ute;
 top:49.75%;left:12.73%;width:83.14%;height:6.75%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>I =3D $50,000 x .12 &#13;</div>
 <div id=3D"_x0000_s32771_101_121" style=3D'text-align:center;position:abso=
lute;
 top:58.25%;left:12.73%;width:83.14%;height:6.75%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>$6,000 x 2 years =3D &#13;</div>
 <div id=3D"_x0000_s32771_121_133" style=3D'text-align:center;position:abso=
lute;
 top:66.75%;left:12.73%;width:83.14%;height:6.75%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>I =3D $12,000</div>
 </div>
 <v:shape id=3D"_x0000_s32772" type=3D"#_x0000_t75" style=3D'position:absol=
ute;
  left:505.375pt;top:306pt;width:155.5pt;height:192pt'>
  <v:imagedata src=3D"slide0017_image049.gif" o:title=3D"ag00368_"/>
  <o:lock v:ext=3D"edit" cropping=3D"t"/>
 </v:shape><![if !vml]><img border=3D0 v:shapes=3D"_x0000_s32772"
 src=3D"slide0017_image049.gif" style=3D'position:absolute;top:56.75%;left:=
70.22%;
 width:21.53%;height:35.5%'><![endif]></p:slide></div>

<p:animation number=3D"1519982167"/><oa:par id=3D"TimeNode0" dur=3D"indefin=
ite"
 restart=3D"never" p:nodeType=3D"timingRoot">
 <oa:seq id=3D"TimeNode1" dur=3D"indefinite" prev=3D"document.onpptprev"
  next=3D"document.onpptnext" concurrent=3D"enabled" nextAction=3D"seek"
  p:nodeType=3D"mainSeq">
  <oa:par id=3D"TimeNode2" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode3" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode4" o:presetID=3D"ppt_2" o:presetClass=3D"entrance"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode5" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s32771_0_11" attributeName=3D"style.visibilit=
y"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode6" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s32771_0_11" additive=3D"base" attributeName=
=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode7" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s32771_0_11" additive=3D"base" attributeName=
=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode8" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode9" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode10" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode11" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s32771_11_82" attributeName=3D"style.visibili=
ty"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode12" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s32771_11_82" additive=3D"base" attributeName=
=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode13" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s32771_11_82" additive=3D"base" attributeName=
=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode14" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode15" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode16" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode17" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s32771_82_101" attributeName=3D"style.visibil=
ity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode18" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s32771_82_101" additive=3D"base" attributeNam=
e=3D"ppt_x"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode19" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s32771_82_101" additive=3D"base" attributeNam=
e=3D"ppt_y"
      calcmode=3D"linear" valueType=3D"number" keyTimes=3D"0.0;1.0"
      values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode20" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode21" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode22" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode23" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s32771_101_121" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode24" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s32771_101_121" additive=3D"base"
      attributeName=3D"ppt_x" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode25" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s32771_101_121" additive=3D"base"
      attributeName=3D"ppt_y" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode26" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode27" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode28" o:presetID=3D"ppt_2" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0x8" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode29" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s32771_121_133" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animate id=3D"TimeNode30" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s32771_121_133" additive=3D"base"
      attributeName=3D"ppt_x" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"0-#ppt_w/2;#ppt_x"/>
     <oa:animate id=3D"TimeNode31" dur=3D"0.5" fill=3D"hold"
      targetElement=3D"_x0000_s32771_121_133" additive=3D"base"
      attributeName=3D"ppt_y" calcmode=3D"linear" valueType=3D"number"
      keyTimes=3D"0.0;1.0" values=3D"#ppt_y;#ppt_y"/>
    </oa:par>
   </oa:par>
  </oa:par>
 </oa:seq>
</oa:par>
<![if ppt]>
<oa:buildParagraph targetElement=3D"_x0000_s32771" groupID=3D"0" build=3D"b=
yParagraph"
 buildLevel=3D"1" reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=
=3D"true"/>
<![endif]>
</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0017_image049.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0018.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0018.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription content=3D"2/7/2006: Sample: CAPITALIZATION">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<!--[if gte IE 5]>
<object id=3DMSOANIM classid=3D"CLSID:A4639D2F-774E-11D3-A490-00C04F6843FB"=
></object>
<object id=3DMSOTIME classid=3D"CLSID:A4639D29-774E-11D3-A490-00C04F6843FB"=
></object>
<![endif]-->
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<style>
<!--
oa\:* { BEHAVIOR: url(#MSOANIM#ANIM) url(#MSOTIME#TIME) }
oa\:par,oa\:seq,oa\:iterate { BEHAVIOR:url(#MSOTIME) }
oa\:video,oa\:audio {BEHAVIOR:url(#MSOTIME) url(#MSOTIME#MEDIA) }
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><script><!--
g_animItemsToHide=3Dnew Array("_x0000_s34819_153_179","_x0000_s34819_128_15=
3","_x0000_s34819_105_128","_x0000_s34819_72_105","_x0000_s34819_10_72","_x=
0000_s34819_0_10");

//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><p:slidetransition advancetime=3D"0"
 effect=3D"random" direction=3D"transition" flag=3D"1"/><o:shapelayout v:ex=
t=3D"edit">
 <o:idmap v:ext=3D"edit" data=3D"34"/>
</o:shapelayout>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()" oa:clockstart=3D"onstart">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden;filter:revealtrans(Duration=3D1, Transition=3D23)'><p:sli=
de
 coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47115"/><v:shape id=3D"_x0000_s34818" type=
=3D"#_x0000_m47115"
  style=3D'position:absolute;left:84pt;top:24pt;width:612pt;height:90pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"title"/></v:shape>
 <div v:shape=3D"_x0000_s34818" class=3DT style=3D'text-align:center;positi=
on:absolute;
 top:11.25%;left:9.92%;width:88.57%;height:9.25%'>Sample: CAPITALIZATION</d=
iv>
 <p:shaperange href=3D"master06.xml#_x0000_m47116"/><v:shape id=3D"_x0000_s=
34819"
  type=3D"#_x0000_m47116" style=3D'position:absolute;left:84pt;top:162pt;wi=
dth:612pt;
  height:324pt' o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"body" position=3D"1"/><p:animation number=3D"1" de=
lay=3D"0"
   type=3D"text" level=3D"1" effect=3D"strips" direction=3D"leftDown"/></v:=
shape>
 <div v:shape=3D"_x0000_s34819" class=3DB>
 <div id=3D"_x0000_s34819_0_10" style=3D'text-align:center;position:absolut=
e;
 top:31.0%;left:12.73%;width:83.14%;height:6.75%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>I =3D R x V&#13;</div>
 <div id=3D"_x0000_s34819_10_72" style=3D'text-align:center;position:absolu=
te;
 top:39.5%;left:8.05%;width:92.5%;height:14.0%;white-space:nowrap'><span
 style=3D'position:absolute;top:0%;left:0%;width:100.0%;height:48.21%'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>A property worth $425,000 generates a </span><s=
pan
 style=3D'position:absolute;top:51.78%;left:9.1%;width:85.82%;height:48.21%=
'>net
 income of $46,750. &#13;</span></div>
 <div id=3D"_x0000_s34819_72_105" style=3D'text-align:center;position:absol=
ute;
 top:55.25%;left:12.73%;width:83.14%;height:6.75%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>What is the capitalization rate?&#13;</div>
 <div id=3D"_x0000_s34819_105_128" style=3D'text-align:center;position:abso=
lute;
 top:63.74%;left:12.73%;width:83.14%;height:6.75%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>$46,750 =3D R x $425,000&#13;</div>
 <div id=3D"_x0000_s34819_128_153" style=3D'text-align:center;position:abso=
lute;
 top:72.25%;left:12.73%;width:83.14%;height:7.0%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>$46,750 <span style=3D'font-family:"Times New R=
oman";
 mso-ascii-font-family:Arial;mso-bidi-font-family:"Times New Roman"'>&divid=
e;</span><span
 style=3D'font-family:Arial;mso-ascii-font-family:Arial;mso-bidi-font-famil=
y:
 "Times New Roman"'> $425,000 =3D .11&#13;</span></div>
 <div id=3D"_x0000_s34819_153_179" style=3D'text-align:center;position:abso=
lute;
 top:80.75%;left:12.73%;width:83.14%;height:6.75%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span><span style=3D'font-family:Arial;mso-ascii-font=
-family:
 Arial;mso-bidi-font-family:"Times New Roman"'>11% =3D Capitalization Rate<=
/span></div>
 </div>
</p:slide></div>

<p:animation number=3D"911093013"/><oa:par id=3D"TimeNode0" dur=3D"indefini=
te"
 restart=3D"never" p:nodeType=3D"timingRoot">
 <oa:seq id=3D"TimeNode1" dur=3D"indefinite" prev=3D"document.onpptprev"
  next=3D"document.onpptnext" concurrent=3D"enabled" nextAction=3D"seek"
  p:nodeType=3D"mainSeq">
  <oa:par id=3D"TimeNode2" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode3" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode4" o:presetID=3D"ppt_18" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0xC" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode5" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s34819_0_10" attributeName=3D"style.visibilit=
y"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode6" dur=3D"0.5"
      targetElement=3D"_x0000_s34819_0_10" transition=3D"in"
      filter=3D"strips(downLeft)"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode7" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode8" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode9" o:presetID=3D"ppt_18" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0xC" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode10" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s34819_10_72" attributeName=3D"style.visibili=
ty"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode11" dur=3D"0.5"
      targetElement=3D"_x0000_s34819_10_72" transition=3D"in"
      filter=3D"strips(downLeft)"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode12" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode13" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode14" o:presetID=3D"ppt_18" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0xC" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode15" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s34819_72_105" attributeName=3D"style.visibil=
ity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode16" dur=3D"0.5"
      targetElement=3D"_x0000_s34819_72_105" transition=3D"in"
      filter=3D"strips(downLeft)"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode17" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode18" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode19" o:presetID=3D"ppt_18" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0xC" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode20" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s34819_105_128" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode21" dur=3D"0.5"
      targetElement=3D"_x0000_s34819_105_128" transition=3D"in"
      filter=3D"strips(downLeft)"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode22" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode23" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode24" o:presetID=3D"ppt_18" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0xC" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode25" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s34819_128_153" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode26" dur=3D"0.5"
      targetElement=3D"_x0000_s34819_128_153" transition=3D"in"
      filter=3D"strips(downLeft)"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode27" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode28" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode29" o:presetID=3D"ppt_18" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0xC" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode30" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s34819_153_179" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode31" dur=3D"0.5"
      targetElement=3D"_x0000_s34819_153_179" transition=3D"in"
      filter=3D"strips(downLeft)"/>
    </oa:par>
   </oa:par>
  </oa:par>
 </oa:seq>
</oa:par>
<![if ppt]>
<oa:buildParagraph targetElement=3D"_x0000_s34819" groupID=3D"0" build=3D"b=
yParagraph"
 buildLevel=3D"1" reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=
=3D"true"/>
<![endif]>
</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0019.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0019.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription content=3D"2/7/2006: Sample: PROFIT AND LOSS">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<!--[if gte IE 5]>
<object id=3DMSOANIM classid=3D"CLSID:A4639D2F-774E-11D3-A490-00C04F6843FB"=
></object>
<object id=3DMSOTIME classid=3D"CLSID:A4639D29-774E-11D3-A490-00C04F6843FB"=
></object>
<![endif]-->
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<style>
<!--
oa\:* { BEHAVIOR: url(#MSOANIM#ANIM) url(#MSOTIME#TIME) }
oa\:par,oa\:seq,oa\:iterate { BEHAVIOR:url(#MSOTIME) }
oa\:video,oa\:audio {BEHAVIOR:url(#MSOTIME) url(#MSOTIME#MEDIA) }
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><script><!--
g_animItemsToHide=3Dnew Array("_x0000_s36867_151_178","_x0000_s36867_130_15=
1","_x0000_s36867_106_130","_x0000_s36867_80_106","_x0000_s36867_12_80","_x=
0000_s36867_0_12");

//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><p:slidetransition advancetime=3D"0"
 effect=3D"random" direction=3D"transition" flag=3D"1"/><o:shapelayout v:ex=
t=3D"edit">
 <o:idmap v:ext=3D"edit" data=3D"36"/>
</o:shapelayout>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()" oa:clockstart=3D"onstart">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden;filter:revealtrans(Duration=3D1, Transition=3D23)'><p:sli=
de
 coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_m47115"/><v:shape id=3D"_x0000_s36866" type=
=3D"#_x0000_m47115"
  style=3D'position:absolute;left:84pt;top:24pt;width:612pt;height:90pt'
  o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"title"/></v:shape>
 <div v:shape=3D"_x0000_s36866" class=3DT style=3D'text-align:center;positi=
on:absolute;
 top:11.25%;left:6.74%;width:95.13%;height:9.25%'>Sample: PROFIT AND LOSS</=
div>
 <p:shaperange href=3D"master06.xml#_x0000_m47116"/><v:shape id=3D"_x0000_s=
36867"
  type=3D"#_x0000_m47116" style=3D'position:absolute;left:84pt;top:120pt;wi=
dth:636pt;
  height:354pt' o:userdrawn=3D"f">
  <v:fill o:detectmouseclick=3D"f"/>
  <v:stroke o:forcedash=3D"f"/>
  <o:lock v:ext=3D"edit" text=3D"f"/>
  <p:placeholder type=3D"body" position=3D"1"/><p:animation number=3D"1" de=
lay=3D"0"
   type=3D"text" level=3D"1" effect=3D"randomBar" direction=3D"horizontal"/=
></v:shape>
 <div v:shape=3D"_x0000_s36867" class=3DB>
 <div id=3D"_x0000_s36867_0_12" style=3D'text-align:center;position:absolut=
e;
 top:23.25%;left:12.73%;width:86.51%;height:6.75%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>% x VB =3D VA&#13;</div>
 <div id=3D"_x0000_s36867_12_80" style=3D'text-align:center;position:absolu=
te;
 top:31.75%;left:5.99%;width:100.0%;height:14.0%;white-space:nowrap'><span
 style=3D'position:absolute;top:0%;left:0%;width:100.0%;height:48.21%'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>A house originally purchased for $125,000 </spa=
n><span
 style=3D'position:absolute;top:51.78%;left:10.48%;width:82.77%;height:48.2=
1%'>was
 sold at a 17% profit.&#13;</span></div>
 <div id=3D"_x0000_s36867_80_106" style=3D'text-align:center;position:absol=
ute;
 top:47.5%;left:12.73%;width:86.51%;height:6.75%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>What was the sales price?&#13;</div>
 <div id=3D"_x0000_s36867_106_130" style=3D'text-align:center;position:abso=
lute;
 top:56.0%;left:12.73%;width:86.51%;height:6.75%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>VA =3D (100% + 17%) of VB&#13;</div>
 <div id=3D"_x0000_s36867_130_151" style=3D'text-align:center;position:abso=
lute;
 top:64.5%;left:12.73%;width:86.51%;height:6.75%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>117% x $125,000 =3D VA&#13;</div>
 <div id=3D"_x0000_s36867_151_178" style=3D'text-align:center;position:abso=
lute;
 top:73.0%;left:12.73%;width:86.51%;height:6.75%;white-space:nowrap'><span
 style=3D'mso-special-format:nobullet;display:none;color:yellow;font-family=
:Wingdings;
 font-size:80%'>&reg;</span>1.17 x $125,000 =3D $146,250</div>
 </div>
 <v:shape id=3D"_x0000_s36868" type=3D"#_x0000_t75" style=3D'position:absol=
ute;
  left:18pt;top:390pt;width:3in;height:149.25pt'>
  <v:imagedata src=3D"slide0019_image050.wmz" o:title=3D"bd06921_"/>
 </v:shape><![if !vml]><img border=3D0 v:shapes=3D"_x0000_s36868"
 src=3D"slide0019_image051.gif" style=3D'position:absolute;top:72.25%;left:=
2.43%;
 width:29.96%;height:27.75%'><![endif]></p:slide></div>

<p:animation number=3D"-711788435"/><oa:par id=3D"TimeNode0" dur=3D"indefin=
ite"
 restart=3D"never" p:nodeType=3D"timingRoot">
 <oa:seq id=3D"TimeNode1" dur=3D"indefinite" prev=3D"document.onpptprev"
  next=3D"document.onpptnext" concurrent=3D"enabled" nextAction=3D"seek"
  p:nodeType=3D"mainSeq">
  <oa:par id=3D"TimeNode2" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode3" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode4" o:presetID=3D"ppt_14" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0xA" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode5" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s36867_0_12" attributeName=3D"style.visibilit=
y"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode6" dur=3D"0.5"
      targetElement=3D"_x0000_s36867_0_12" transition=3D"in"
      filter=3D"randombar(horizontal)"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode7" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode8" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode9" o:presetID=3D"ppt_14" o:presetClass=3D"entranc=
e"
     o:presetSubType=3D"0xA" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode10" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s36867_12_80" attributeName=3D"style.visibili=
ty"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode11" dur=3D"0.5"
      targetElement=3D"_x0000_s36867_12_80" transition=3D"in"
      filter=3D"randombar(horizontal)"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode12" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode13" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode14" o:presetID=3D"ppt_14" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0xA" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode15" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s36867_80_106" attributeName=3D"style.visibil=
ity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode16" dur=3D"0.5"
      targetElement=3D"_x0000_s36867_80_106" transition=3D"in"
      filter=3D"randombar(horizontal)"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode17" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode18" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode19" o:presetID=3D"ppt_14" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0xA" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode20" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s36867_106_130" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode21" dur=3D"0.5"
      targetElement=3D"_x0000_s36867_106_130" transition=3D"in"
      filter=3D"randombar(horizontal)"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode22" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode23" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode24" o:presetID=3D"ppt_14" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0xA" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode25" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s36867_130_151" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode26" dur=3D"0.5"
      targetElement=3D"_x0000_s36867_130_151" transition=3D"in"
      filter=3D"randombar(horizontal)"/>
    </oa:par>
   </oa:par>
  </oa:par>
  <oa:par id=3D"TimeNode27" begin=3D"indefinite" fill=3D"hold">
   <oa:par id=3D"TimeNode28" begin=3D"0.0" fill=3D"hold">
    <oa:par id=3D"TimeNode29" o:presetID=3D"ppt_14" o:presetClass=3D"entran=
ce"
     o:presetSubType=3D"0xA" begin=3D"0.0" fill=3D"hold" o:groupID=3D"0"
     p:nodeType=3D"clickEffect">
     <oa:set id=3D"TimeNode30" begin=3D"0.0" dur=3D"0.001" fill=3D"hold"
      targetElement=3D"_x0000_s36867_151_178" attributeName=3D"style.visibi=
lity"
      to=3D"visible"/>
     <oa:animateFilter id=3D"TimeNode31" dur=3D"0.5"
      targetElement=3D"_x0000_s36867_151_178" transition=3D"in"
      filter=3D"randombar(horizontal)"/>
    </oa:par>
   </oa:par>
  </oa:par>
 </oa:seq>
</oa:par>
<![if ppt]>
<oa:buildParagraph targetElement=3D"_x0000_s36867" groupID=3D"0" build=3D"b=
yParagraph"
 buildLevel=3D"1" reverse=3D"false" buildAdvance=3D"onclick" userSetAnimBgd=
=3D"true"/>
<![endif]>
</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0019_image050.wmz
Content-Transfer-Encoding: base64
Content-Type: image/x-wmz
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=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0019_image051.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0023.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
p\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
v\:textbox {display:none;}
</style>
<![endif]-->
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\slide0023.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DDescription content=3D"2/7/2006">
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<![if !ppt]>

<bgsound id=3DpptSound>

<style media=3Dprint>
<!--.sld
	{left:0px !important;
	width:6.0in !important;
	height:4.5in !important;
	font-size:107% !important;}
-->
</style>
<script src=3Dscript.js></script><script><!--
if( !IsNts() ) Redirect( "PPTSld" );
//--></script><!--[if vml]><script>g_vml =3D 1;
</script><![endif]--><![endif]><p:slidetransition advancetime=3D"0"
 effect=3D"random" direction=3D"transition" flag=3D"1"/><o:shapelayout v:ex=
t=3D"edit">
 <o:idmap v:ext=3D"edit" data=3D"42"/>
</o:shapelayout>
</head>

<body lang=3DEN-US style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
onkeypress=3D"_KPH()">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;
width:534px;height:400px;font-size:16px;background-color:#00007A;clip:rect(=
0%, 101%, 101%, 0%);
visibility:hidden;filter:revealtrans(Duration=3D1, Transition=3D23)'><p:sli=
de
 coordsize=3D"720,540"
 colors=3D"#00007a,#eaeaea,#000054,#ebd189,#fcab40,#555bad,#b97c01,#ccff33"
 masterhref=3D"master06.xml">
 <p:shaperange href=3D"master06.xml#_x0000_s47105"/><![if !vml]><img
 src=3D"master06_background.gif" v:shapes=3D"_x0000_s47105" style=3D'positi=
on:absolute;
 top:0%;left:0%;width:100.0%;height:100.0%'><![endif]><![if !ppt]><p:shaper=
ange
  href=3D"master06.xml#_x0000_s47106"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47106,_x0000_s47107,_x0000_s47108,_x0000_s47109,_x0000=
_s47110,_x0000_s47111,_x0000_s47112,_x0000_s47113"
 src=3D"master06_image002.gif" style=3D'position:absolute;top:.25%;left:-.1=
8%;
 width:100.56%;height:100.75%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47114"/><![if !vml]><img border=3D0
 v:shapes=3D"_x0000_s47114" src=3D"master06_image003.jpg" style=3D'position=
:absolute;
 top:0%;left:0%;width:8.8%;height:100.0%'><![endif]><p:shaperange
  href=3D"master06.xml#_x0000_s47117"/><p:shaperange
  href=3D"master06.xml#_x0000_s47118"/><![endif]><v:rect id=3D"_x0000_s4301=
0"
  style=3D'position:absolute;left:0;top:0;width:10in;height:139.5pt;
  mso-wrap-style:none;v-text-anchor:middle' fillcolor=3D"#1a4d92" strokecol=
or=3D"#1a4d92">
  <v:shadow color=3D"#000054 [2]"/>
 </v:rect><![if !vml]><img border=3D0 v:shapes=3D"_x0000_s43010"
 src=3D"slide0023_image052.gif" style=3D'position:absolute;top:0%;left:0%;
 width:100.37%;height:26.5%'><![endif]><v:rect id=3D"_x0000_s43011" style=
=3D'position:absolute;
  left:0;top:414pt;width:10in;height:126pt;mso-wrap-style:none;v-text-ancho=
r:middle'
  fillcolor=3D"#473927" strokecolor=3D"#eaeaea [1]">
  <v:shadow color=3D"#000054 [2]"/>
 </v:rect><v:shapetype id=3D"_x0000_t202" coordsize=3D"21600,21600" o:spt=
=3D"202"
  path=3D"m,l,21600r21600,l21600,xe">
  <v:stroke joinstyle=3D"miter"/>
  <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
 </v:shapetype><v:shape id=3D"_x0000_s43012" type=3D"#_x0000_t202" style=3D=
'position:absolute;
  left:66pt;top:84pt;width:624pt;height:50.5pt' filled=3D"f" fillcolor=3D"#=
fcab40 [4]"
  stroked=3D"f" strokecolor=3D"#eaeaea [1]">
  <v:fill color2=3D"#00007a [0]"/>
  <v:shadow color=3D"#000054 [2]"/>
  <v:textbox style=3D'mso-fit-shape-to-text:t'/>
 </v:shape><![if !vml]><img border=3D0 v:shapes=3D"_x0000_s43011"
 src=3D"slide0023_image053.gif" style=3D'position:absolute;top:76.5%;left:0=
%;
 width:100.37%;height:24.0%'><![endif]>
 <div v:shape=3D"_x0000_s43012" class=3DO style=3D'text-align:center;mso-li=
ne-spacing:
 "100 50 0";mso-char-wrap:0;mso-kinsoku-overflow:0;position:absolute;
 top:16.25%;left:10.11%;width:84.83%;height:8.0%'><span style=3D'font-famil=
y:
 "Century Schoolbook";font-size:150%;color:#EBD189;mso-color-index:3'><b>LE=
T&#8217;S<span
 style=3D'mso-spacerun:yes'>&nbsp; </span>FLY<span
 style=3D'mso-spacerun:yes'>&nbsp; </span>ON<span style=3D'mso-spacerun:yes=
'>&nbsp;
 </span>HOME</b></span></div>
 <v:shape id=3D"_x0000_s43013" type=3D"#_x0000_t75" style=3D'position:absol=
ute;
  left:0;top:139.5pt;width:10in;height:400.5pt'>
  <v:imagedata src=3D"slide0023_image054.gif" o:title=3D"overflt"/>
  <o:lock v:ext=3D"edit" cropping=3D"t"/>
 </v:shape><![if !vml]><img border=3D0 v:shapes=3D"_x0000_s43013"
 src=3D"slide0023_image054.gif" style=3D'position:absolute;top:25.75%;left:=
0%;
 width:100.0%;height:74.25%'><![endif]></p:slide></div>

</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0023_image052.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhGAJpAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAX
AmkAgAAAABpNkgL/RI6py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si
8YhMKpfMpvMJjUqn1Kr1is1qt9yu9wsOi8fksvmMTqvX7Lb7DY/L5/S6/Y7P6/f8vv8PGCg4SFho
eIiYqLjI2Oj4CBkpOUlZaXmJmam5ydnp+QkaKjpKWmp6ipqqusra6voKGys7S1tre4ubq7vL2+v7
CxwsPExcbHyMnKy8zNzs/AwdLT1NXW19jZ2tvc3d7f0NHi4+Tl5ufo6err7O3u7+Dh8vP09fb3+P
n6+/z9/v/w8woMCBBAsaPIgwocKFDBs6fAgxosSJFCtavIgxo8aNRBw7evwIMqTIkSRLmjyJMqXK
lSxbunwJM6bMmTRr2ryJM6fOnTx7+vwJNKjQoUSLGj2KNKnSpUybOn0KNarUEAamMisAADs=

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0023_image053.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/slide0023_image054.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif

R0lGODlhkAHGANYAAAAAAAAAMAAAZAwMDDAAADAAMBgYGDAAZAAwAGQAAAAwMGQAMAAwZCgoKGQA
ZDAwAAAwmDQ0NDAwZGQwAABkADAwmGQwMEBAQABkMDAwzGQwZABkZDBkAGQwmABkmDBkMJgwMFBQ
UGQwzABkzDBkZJgwZGRkAACYADBkmJgwmFxcXGRkMACYMDBkzGRkZACYZGhoaGRkmDCYMJhkMGRk
zDCYZJhkZHh4eDCYmJhkmGSYMMxkMDCYzJhkzGSYZMxkZISEhGSYmMxkmDDMMJiYMGSYzJCQkDDM
ZJiYZJiYmGTMMMyYMJiYzKCgoGTMZMyYZJiY/2TMmMyYmKysrGTMzMyYzP+YZJjMZMyY//+YmJjM
mLi4uMzMMJjMzGT/ZMzMZJjM/2T/mMzMmMjIyMzMzP/MZMzM/5j/mNTU1P/MmJj/zP/MzMz/ZJj/
/8z/mOTk5Mz/zP//ZMz///Dw8P//mP//zP///wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH/
C05FVFNDQVBFMi4wAwEAAAAh+QQAlgAAACwAAAAAkAHGAAAH/4B2DQwShYURhomHhheLiAqKkRKI
iZSGlpKZmpucmhUSn52ikqGenKWlhaimmaujqamgkbCqs7KRhLWJobG6o6KupK+/nbmKxoTJEskM
FXYSKCQV0igx0CjX1NEoFdwo3igd3zHf3STg3d/q3ezq4OXr7zHpLe0t3Pf3KPr1KCL73/jFyAew
2r6BKGh8E3GPBkGCFQg6BDhQ4b58NCIGDNithcIWDb99TJhQ30iQB1E+3PcRocWQLwG2QIgyw8qQ
Eh/SvClzX0SaKDIUBCj0ntCRSHvyDOlzprqMAF92fKqx6FB4+sj5VFfvnsagTTtA3ArW61hnoKSR
m9btWoV51P/YkphXzZy3aXfzehNXF147uuXIrfU2WCs3rfMEdzO8MFy/wxnmGXWnUZ9Qx3WTqhOn
D6A4wwPFpgSdLuLirwhlkvu42B9JcjPvDZyt8KPsei3H3aar8PI/i5Ej49b9toW42j8n/yOYIWPD
fv2ESvcZQ6ho6zMrKNSoELZrkfjSZZR8eh1dcdohg00XubS3y+3yCu0Gf/3dFs+w6W8Ll+03Fe18
sh8350AzDV/pEOiNgQQihs466WgV4GF+xbPXN3ypI5k7iEmn1XLeERQQX5FRlB5f/VTnjnHfFCVa
bNXkA1s3GSnEGY0k8UMReBsRJJhsKf3UI0DpjUSSajnGuFH/ZcmZ99hkyHUGY2o+FmQSVn3tw5lg
mO142XxckfVORAiCRWRXLW7lnl7djEAfN8+4VeA32hCYjjTnlJPnhOWoYKde2+QV31sJ6uXgYwZN
ldpGZ7oDzmXuQIomoff8A14LQi0qI4wklXikg7qNU5CRUfUEXnc4kdRdkrFRSRNC/wDVGE4hKjnT
USnJxORYSR70ZVknbrrYfLV9VymRaQYWH2HUdcOXpYCVA+SyAXbEXnjr9dMNBCjkJ0EMaknj57fT
9IehfnR9yyw0DD7YDnoWRsusoHnJO543vdGV2GH1zCbbUa0Z55SRWm0HZL+tQqqkQZ0llRpQr6r6
lEET9YRQ/2otwaQajAr9trFYs+XoUq62ucRdWS+WNdCx801G5ZJQTWmWOrFuxvFXIRWHLT7JmuZY
adD5rNFX18JjdFVgPYMXO3EpWJo1+ul1TbvpyKlvoc4ajd5grWkoqmuESvuOjletuaKjZmIGXZII
JQgbxqWOpJVTEodcK0umSpxxjCGnWuzFK4Wm1MYi431bT1bRpF1xpsHYKk4gB7VaQANZ+1qS2FX4
lnXvdckzOk55VQ5U8onNjrbZmubBoN1KIG40b1ETbgV+Nt3BOXWW5oJ7gJVmezxYe/3ug2E6uJ1h
y3EmWqkl/juy4z9Gr5G/F/N4uahMcQp96CG/lj3fj8cNvv+tI/e2ccgdH3SQQ/5O1JzERXVF9ki4
dkUPUTNSLzHPmRaPq6Y8akfyjhW2tzSGI1pSR33S9hj3+AxMGbBDBB6Ep3AMqB21Y923qHa0b7Qr
Wl2D17ncFqm5FXAyHLFImHQzGA3dbyrciMnMSnW48nlPfa3KVfe05yqBwGRTpfKX4ah3pdE4rilG
TIpHaFiZWzEqJPVTmaqKUzAlwUcfyZncrSqnORXB6ysLvB+aHjOfwUzmTVe8VssciAJu5YcaANKT
N/xUrgDh7nZjmmPVAmMhdrTQHRnKUoQ2Qz5RRW5058Ki5Jw4mstJ6ThF0hnDvLOoiFWPKRb5W/j6
xkkgafL/bbuRWA731hmheOwkFPHID0n5JpBsLjz5aFKxyjKiNGlxctvZyoZilB5GqaaMabIKmPrC
RY6IrminwxYbhcKtdkgQBRqAXZ+wAS6n6UcFTePGuLR5tBb60Y+O+qYLZSOkrBUEQbvsCEKsEkP1
uUOFlVlk357IN/WtamCloiH6csUpGuAAfDl8HODuUQSS5ShjA8HB3oqFKl19BGQaW05BigIUzgzu
TCdDn3BSSR1gUY5hWnqSWAzYnrGlrUKVQ2EM0zFSFL6JeBUQmqC6kR89nsM90YxdfACkDTZOyGzh
vBBliIdIz6BNfSFrzT694ZT0pMcpjGFq9EJXzyvlBlXd/9ubDRmqw029TYeixCX4XOI3oojvShrz
4XEOYhr6BVNyUWSNiFjIuSCSRBwechTpEMg8upyuceSAFHvaljYBwmONTG1mG++yOjixCwW7gwcd
83RTeHAQGmWK2p6YJU6DbOQz4DFMIA14PtOlCoUIsehGPDUcrvqMZ3CbJVXlxpSCBhRuuFRoQnDQ
Sb3ZEwUF5apAh2tQpK1sNL5hVaOCuZam6gpNuKqRr8Aho6E96WuLg4rBnqUXYRkmPsnLS1Pjidj4
gOmneckP026XrsQwjXaSNYcd3UUhcDCGLyMdqnk2YsK1cO2ehSGt+S4mpLlxaSi7SbCtThXahgqU
fDwgov8RfduCINSwBbzlGHgiHD7hCnF7x4XoRah0mr1tFIka+YekJuyZ50hOikL0WP+4sphYAtFS
CeqKikTHVAS+MI9BIx63vKFYN0KjdhKKBmP89F069mWb4NgaILtotHFML2v9qguQQsWUBPJzeo70
7Eft2tBQgVWIxfLh5Aza0FclGJRT3ecovae/KR0pzU+d3m0VuOD1GEmYW8FidoKMKhZR6F9kMXTX
+nGvBeYSaMo8ZmCR1coAHZO+6P0pWhZEzbjEsS36KRODcJrHBPUyHv61Lww9y9IUzSshBszO1yZt
y9dw1cH89ZEnycxgrXKVfBj2l4VJElwU6JZ7IRnIsBH/GhsL7/PXVO2nTAQmT6+klLDJERK2lnMy
q+iYiREbdI5oxDgm5rIl/WteMuHhV4uE7Tt0CXIY86LY+OTHT6Ia5H+8Nk06sQVq6hh1kq18Nb2i
za/XO1KnduidTO5oVUZqWI8mVz3A/RaTIJUwrTRWuMM5XCHOxudwY8Bh/d0auGGFNd7+9lGzWFxl
aILlkB6oJIbUHIcGJLf6DBiT1PKLOH2xny7JaB8+kwW9mNYcNxpbgdWpNy7n4OkX46guO/1xWfpF
+MGd+5lBM8bVL24NjlxTRYpNTFS/toh3OErnUYnMq1IS4tvHOudP4lPZd0Z52vNOg5LPuUrbgzX3
mDr2/0KduCvwWknLGqP2TAGRzkHOqLVTJBHx7OxeDBONCH2mY9Rlml4TesZNyTGXd2zDQaAu05zA
Jc4M6du9CI9qgqBiwOpdyp2GUSILFZz3wqU5BmW+O8YBV2fg8+gkoHw7mo1IxJHNJsLE/tTG577E
hm4pVwdtJ1QkapoQ+UzFuoqtli0HFXZe935HyuG7hW4fbTXQJOVxD4J4/PlmSqCx9x7Qkb9Z2cp6
cITyECj1ZWqOIiFOESt0Y2Z9sSpcgmyzxik/YhAv53BtV1qDJ2ETmH7Np2HMRnKQR3cSdnIiOHfE
R30mI3jUJTY25mOP53JGoSJTEUtDIjqCBV1rwXLVQf8TfNFcN4h+pGNeVLEV5wV6cVEtjnUX4KIY
1YA74VB67EUYeOFZZWJOFNI1OfhRpLVfamdBUNVyFYF2jZRyLVE9V8Vfv/VVHcZ8aRV9tMJPwvZm
HFcbuoVVUDVyIJhWRUByWOVZuOYvlDIhNzIp/NNOYPIQNAcW5zUpQkcPbWMw+WYmNUg5OTcrtEZ7
MKV07TBqd/FGlrUNWWM2drEm12BfqMZvhWJBnkUOoEUhlhJtBvZOBZF7XvNVDUd9CZEU0PdgrcID
41NQCFFsa/g8YvVhLqFsm4RPDfURzpYQPKB2u5YVqoJmveR4auJ2kyE6BogsfDWEPWY5g5hHZlUi
KmT/EaKhQpYSXu0wHfSCcD/BJ6yTaRBADRDwTHQRTVohDvgWdQQCL/hFTIdBAl+UZBLCJbEmWvNT
gKLCJVW0Kr5VfIUDNzdUTxbncOWTVstHAxWpfDqiMbNkd7ChEMWWhwmhP2JFWxXxYHTIS6goa0KT
ZPYja8pDdLsyNEdHf9jCjUj0DzrDG0WDL0PRXNUwHZfRVDIJekbpTI/lF5U1iUvmb+8wihxyLnwU
lagIGgaBX11ISln1W3w4VhdXkpSzMkL0fBTXhiaZEshHUHyHlmNJNxtIPf9EgWVIh1PlWxipYRiy
kcnkX5Pyg4MINID5IIn4eel4k0ZDeWkCJOqmHhRV/yhcMyYsQph30TQGUlPngm984QLecFN48hdK
RiFXo3X7Qm6FgYrdMXYAxm8HxoDS13tvo1t8w4sluGUKhhDLdikVFhsLNYcTloywuWtqSHIU15Cj
hGzJt1A8cjjUFnaElXSAYmrvtyYyJZkTUmTS0n0kkR7z4BwIREnxgBtvAkZs0kGZOJnsQFOYFSik
ZSBOKIFLOCabhZBR9XVRZWifMmYfyJC2B3EkwZv7lHxuVoxX8p8oqYZpKZbNtnEX6ZXFEnJguYdf
uIF2KU+XIZBmEiHuSJ5GmUZH2aGEiTrvMTlfkRk6s0YCEy20x44eepShBw15Ig6aqRas5n+eCVr7
Mv8PfjKFqshH/eiebolU1+MgAIpUyVY3dEOR3hMEeReHDJp9GXObd7lVZzh8c/dxviV9GUOXRNo3
4nkuANNASoeEPkUvKyqdj5lpn9c/LmdB3gYWdiNm8DIj2clFYyqZlQkNADdI/+aeTAYPczJUVjmf
CKlyxvM1DOiACulICgkkePdJx+Z8zbaWNuR3y+Z3abZbv/c4DjoTCDWhZbl8WRGqlzIyvnckEmU0
AaahgpJN1DlTZXoXH3o611ehV6mSs9GOzriKBOiNdSoNoIaU7oBvu5Mng+EW/XajoOlCHMKUpJWo
KnQ5r+ieoAqWdXd8XjlPDmdnt6Vhj6Nhficyfkf/RMO2lnaWfUpCkcjYdtkqp8siZa0KL5q4olFG
PDqpTK+KXl9VIpAEMbCWqAYEWv2YX4fRqgFypygQR6hoQeSgmUJqIeCgmVB4YBlyYAfknd3zMOPD
motqELy1W2NJEssIfUYKls0XVjPBYZr0qBxJYSX5bBl2S1vGPmaHl1r1gghTkOMgWBr6XklHsCr6
RdJ5r2QqHGjISTxXe021qBurLCvKIJqInqLFb8YKTXIkDgDpnkpFGULKUqnIqDFrdvoZKg26a1yl
pMY4jHtGghpjQx7YkSsnMbaVUE+qmya7jN3hn3VjUGv2SfmkKX/VR3zkU03zeRxEPJ6Haqehoml6
/x51ITiHSrIzETmxYkAekxjqlqp2yg3oCVnqgG/qQrHu+TVqIXazZmWzmJCTlIpml3F35544eDke
aXbCOTC6RaAMs4zFlqXh6hE4MHJpKIe1sRpvma65Mbx79zaZop3Ag4rmNDxViITg8LQXAohA9xmd
1bgK+4l9ESFFimjbEbZ8obFdmBidETbzZkGa9ifqRU3g5Dv7Mq8K+zVSCSpLS79dWaiv+6muC7tt
Nxu127p7iFXharIDkYsrM2z+QrdyqKkCpVu+OMAMSYcnt5re86OKdIVJNoWCJCgD90XU4HoEx7XN
a6gbLB/kcY+OEQNl2b/aET3ENBNxZkgXPLDom/8X7Bkg+WGVqEsaKkyVzfrD59KwiZqAnxps0iqR
KGC3KOfCvghcq/FPzxZ9XFVsRVylMQKS1VAb1eexFRaNI1dyDCW8u0iSeahQZ5ugw/hinuJNpba9
QqUvFyK9zhsfkpFqlhuUO7ovNiqtPGcQzZODxyJ4wlsN1KMz4gAv4JfCZGrDHVpTXIKnzCuV7IZO
U5mK9tuFQbpmSpuGSsq3cBnFwTvG9cSfUWxy4NPJ3Pp2IVcSaKayb6l3STwwYlwEwduMMJvGe0gp
CXQPATko32WU6MC4qChlcExaQFyo/4kcEBo6y0M3UHWrxtfDibpUWQK99eJAPLu5CiKoqkuxgUr/
TG5THhHYgFb5EtNMyEh8t+KrvwUTZ7zpT3aDjC9LqdUapbn5lrtLlmhcoPZMDiJZGyDHPiW7VCXY
ownrpf6Vc1oRRwXHNOsYU1WoiuMru+Pbwxqbxf1KN5MbG5EznJLrE6vCDjFTx52SKPMaf+oLyVVp
hUEczNlrxxLYrKF7sbJbDbw1OcGlW8sonBBacphaDdAXXCTZKmYLtz/Nt3SJYZeKnCcrrk3tu7NL
PTHgwCPJjP/pfGh5hvWEexgKGGVHX0TYetW8wi68hRiJ0cZ31rcWMOGrfCykpePbfURMuuWBY8AM
rKkodnB8ujosZoxxYOc8nGVd1c6K1jYNoeks/5FdrMIcZrYNnNbRSJzU0xLvDLdQjZICFbzwzKkj
KdRgG9Vri9EHuL/kbGp+pcfgzLzUcMMX9MJ5rJ3x7MLRHLwEB1aM1ML4YDe4rbS1ZzPxpsjVTCH9
eBpXu7mgMtM7zNdHjNxlhxgdO9VvusmzIRgvC61VrdbXuiq+2CrF8s+tQpY+3d03xFVRHd5HbdQg
99RT7U+1EQQgGQPBtWyzkbtNatahVYfye8j8donypbhaFzbEDK0wzNky+59gy792No4UM8ihsUVG
Khpd3SLkIZV8Ir3PANjdrLrIvYOoy9xgyCUMuKk7bRBNrM4JsYxKbHydfN52w9MdSwNF7dmOuv+H
2x1yUKoq9wy8L7vPz7Z8kI2RWDwbDnri6coi0dPiXYhFg2G9VzMX5YkePeVeO5yVNS3NBM6/DLe/
dvm4F60YzkoPWVirz8u4P2WZoavhDZvhRyzER8yAgl3UggHa5BAEDE7ITQ3dAx7N033PVHyHZzuS
FUbel/3jS7yy7/043T0ltpyHmx0D7m3G7e2RcwZnwvmx5GjSv9xB6PJY+PhupivgIM6gse1OmfrK
b0pFoS68Knx3PnM8eSlClDwhdBFHdlB6bB7Y6Izh9osYEx3nMQLnCz4TOx3nOXS2EebOq7LTdZhb
Z52H98zA6DPPw2vjiD67Wixs4s0+gU7fjA7/3yPp7T9OG9WNT6QNw0B+5pMbv1sTU1LuO8EcNr6u
598tgVK97LiX2G32YJMzuY/b2wyp0FHJtUL1bqWRw8mN62i+3IItgV3o2NKM53SexCDuz8q2Gs7m
66GswvM9kjvu3nzj7M238fbsoP3c1A6xqU6N7UmMxYeuNwHtxIx+8YFufCKZ02476mq96kX9Nzrc
QqASIDm17tMsGN1x1nRe78Q+2KUsnBRd2I+74KlOWnvMIlJGyez7f2FT6/G+5lyfqBnu9XO+5s8N
w6s+20ksrTBMyD693jcNfURva52sUCMepXwztmUP400dkn7ejE4sUPmM497O3rxFA7cm9xgZ//ME
Lsal/LVprcJRevSywZpdf+a77roqvOPTLfHm3pCQxyVCXewrm+r9iscx7Txq8teaa0HUABgIEhcX
vuZcAuzD+fVdr5BmLK0R7+gzcdMrP5LtbdN6rqSMbudz3h0lvuLRjMax7PGVPhPFRvIj+888vYEo
D33s3fth7It56N7dztmf7/HOTucYGWHwTNswDnw3veJ0/t1bn/nS7NevMfTV4N53T+dHP91Fz/sW
bWvEH7xlf62AgBIjiEIT0zJ4OEhTSMhYwdhBiCKZSHkpOVlZgUJJwpkpaUdCaJloWpp6OonaKmjK
GBTDaBj0OotStCr7ajgYRCuIqJuLGxPUwv8YQxyrTINj/GzYWITYYmt4TQtciEODPAvOWH0Irp1b
aK54jUgz3G1ITmvMs/w8GxPjrZi9nt/+qlgjXIa+DctXxBG0gvm8lUKUz9SiiKYg1ktkrdxEZRlb
PMQIrtAiR6n6DVRVqkIilawysGLZaRAKlaA6cVLB6RInCZ0k2JEQcR80V6hSxSzVChrKhhFRyFo4
KKGtREqPIYLG7pigbyQXgYsq7JiyhP0S5oMXkNa+czHq9cuI7u2ysHKlicxI9pBBhMC8AcvnrNE0
aW3z1UP2ba+udssa5w2cGLBTpxABy2p8Cx8vs5EV8cMHeprYRBcLbh2oCB5BwQOVseY4MvX/IpaD
JImISXOmzFCCOMWo8ImUJFEkVlGVqAp5UUuiA8qq7HSwPoq+dBX8auwfU0P1rCei4Tbcxq1DOxoj
y23W2r92GyNyi8zW4rnj4K0tfDWeyFqMuREuwt1Icg0E0HXjOHZWPIVJNRhUvjyX4HdWwdIUSK+A
Aw2DYtHgS2WIdGWadhGGVZFst3xoCku06XbUb6rApGJvMkoCHCc/nVThMcpZYstSZ7WCDSFTEaPj
UOhMd5xzgqQnDpLlRNcLVtQIUo9gCGlFEFarEVYPIub85Y9c1/BzF36FHfjNXAACg9hoZl2UHyHz
ASRLQtaxB6EuzEQ0jXegwdeMWF/d6UtU/4AdOk+hHeoYXz/hfchVMCOCtt9SGX33kWuVELLpILnV
JqMGLKoUXAxAjaLjcRJV1YpxMp0ylWgSJSLLRak2VthfduJjFn3YqLcoO7HKwl51CMUl0qOGcuZZ
lxNmRdaRu57DzZzZsOdNZLrqmBGHYYnEGlhkahZPYhAaGp82v0R6mTLGVJaea3kle5Yu6+7DJj6L
UgQpQT+imM63mL77IytLfbtip70VR5MlOJlKSE4V2BGCL05JhuQtk1UY0I8RETmZaMRO12s+jRoJ
YWZVldzQPYaZfOhFrNUqLkQB3gOlP+lY4592as1TYJlwvamIW8UQOp+e00mHwjuxASRofv/6lFXM
V/34x1U4BrHJH2i6gDnaZX76CaaC0T0rVsjC/FXpoRBCKjC4FnuWXMKc9pYPbcKx+NtvJHRQHKp1
CjJUqxVeRitEFy9ZqFZTVWZymo1LXudceMJcT3i42JtRafi6J6K9VUYzUF52prPNgXYyVmVe3qyX
aOlU4qrLRUpDhGK/47p7jrGRKd3P1o0p6GYvEXpJmEhKI1gLrmy2s0850v3FGPLfsSqebMYJ7Jox
Hb+6ffgoiBpDJSpccv6mokiAOEWm8DIVNGLfGuvFMN8aUeVf359vmvnDPL/mmewg6bgfYbTEuME1
ySwOSYyctpKae8ANNg0MGEOMZpZzPCb/HMsDnqBMwoywOEsktNMagt5zLH0FbDRjUppIiMWhyHHr
ZQyRhYHcprW/sK17vBuYZFwGuTCRMDmn8IjHwkeU71FiJTFgWOBU4Lz7Ycl9/2NUFaVor3zRL38C
vEy+CIUgGGIGS8wQyoPSZB0tue0ahfDFXhwDD5pda2scytOxAmSeugDLIQThGtfINaFa+O9jJgTQ
8Gz4x7k0xi8GOpsbG9Mz+QhSR2ikJCRN+BWbhcRekSkgPqACuUKBq2BTnIeJcpQcpFDRY4RwASVc
UJu8xcAOS0qVF913S//psIuCsiUl24XIS47skAC0JfEQmZjPTa1lEBwKf553KGhUyS5j/wlTfPzF
kZDMw3bRAceuyBI9czHPj+I8I3tMSLlJ2st0vmLIP7b1NfBECnU2JOSd9MWrQzbvd7S7YL3WMSyK
gAk+o2TaKQw3SqRkZpUMpYgnmigIO6ggTSPb3zBvacWLClBH8QRCRhlFAyAAwwjihKH+sje/e34M
dROK2svKliGWKkiQ8YJmP15nLgNpKXamEU3WnMWzouUwp5UTTweB8Y3uMMiP2buTNn61jxC57ZFK
IxRTO6NF4O3ylt6xF6IiQkCmHFR7EZrVEW8xN3fhr6EN7QAsf2IEWfQgCDmQhRGOcVcgVFIWQLCo
FTNKUY7e9RhM4GgviRWEueagCJWj6/9J8zWySvrySsrI6pXyWYyFFKNbmtVPZHqKlpkWpnWbtSk5
8US8pxKVBlUdJz5nkTRgueeajPEOI9WkCHAYzUBgw8diL3uzXrrRP08hV6yidyh8SiqFJAyiIybC
SrYONh8epQgM8nHdiGR3lhMVKUgTWyeP3hVxfA0pLmNAUpGKdxl6HW8RPGrX8DqWBiRt7Fzr+43x
stdccw3bDS2qoHjqE5nEvGQaIzUhHtCxhA0Mp3fGNBYIVi9d1RqnOFvL2MRU9R5a7Zp3yplI/4l2
q8Tjpz4hKVoEgfE6nhkkggpzFsSxzGOxSi5DG7dWilSXrTHY7g1m6YIgjLe96D2GY+//WgQkezee
GDXsMu4aV5Eu9rdMkEWVFzvSIGi5sHRVWmH1Coy+HqO/YtShMS1zKwUVtbWVXCdCPputc5ptL5+N
z2msQ0/VHU1fWmZxTk/cYbEsBKnb4ueFC/ni5Vn4gwTen9J2yWg+G5eEFzmMu0iIq3405VqgyRGP
PXNFvn6aoRJ971w9+t4YtNfKqL6reQc7XuIVWchPpkESkizkXMegyjFIQpdJCuwgMKGvcV0ssYWs
i/ruurFtNrAlmYzo0BT6xC/2ZjG6RFyeEYaO3QQooj24WhSfVs11braJwcjk/w4VtZXjZxACDUZC
8zbAaHazcZuHolR5sn2nuWUtcTVq/4bejRMNc59Ehx3XU0Oyr3Ultqq1bNiLWnHVdc0BlG39ZPTS
twgWx/WuP56EZRd25Oh9b5JD+g0x/5HZV3ov8bKo4hen86Qapiwx3axVdT24f9O+E4YHzKEO/zHD
/Pw5vMmNaMmFUZ3DEy4ihS5Zr474kefsdNqyZzPQtG9yuHRXb3F8FvKhgCczeVhxIpIDO7jg1nUN
75i1DOxeJztN8DXvZdKrI2Cb3AhGwHVdNy7Svte1ynH1NRMEn+S+Exvwew/pSI/BcSa/u65XYvYX
xc3amBd93fQGcefhOdSbN92qmV/Taset+aHT++enb72bEg30TGOSxTj/30zNfNpOe/9SRxfjZfZy
7FCG+obguiE+3yKi9sQLmb7HoLx+IR5yXT/+lsSivF3RmwT63rXK9zVEYRMObPqe+sqJj/z2377r
jX+csfgFs2O4Bua9olyYOe17zOO9etii86Ru3rzpyWl0FqYn5UJOibFaGzZuCVhJm3d/sWd6G5JI
HtRV/MNi1BE57ZJcYIdjGMhWYCcjnUAjY2cTVJR2KqALXFZsyZZsqvYNuqBXL6gjXJYDdvd2xgYM
vmYECBd5gSdsJcd3SZZkVZYEVTZycUWEywZeiGeEH6d4LtdXYMYmemJsRMV5pxWAAiZ6C7gtDdh6
43aFw8NmwNBaQ9eAX/iAP0eGm+f/eWamYjmAYipnYuxGUTg2h8EEcKUBK5MkcJ6WCS7yG66kG0CR
D3aAXj94fkHgXXrVGHmFa0DAcMQCX8dAZEPGfMAWbIP3ccfWfUY4eEBweOB1XycXV+YHXsYmiiGV
ZItIXyjnR3WSXlY1V6cXi/g1gO/mGIeWbmWoYsBQWP+XGLSoiwhYc2L4bffHWot1blxYe1b1hr+4
bogGaYVCYGulKFqkgVckUKvEb+6TGa9QAedDGzDRAYPoAu+1fSJFclAmWBqneM0XfnGFV451X31H
j0GQBDkobIG3bME2bIc3V8MGhEOIbIrVg1VWkMKGkABJjzRAhF8UV6s4UnoShfh1/1qxKIZsQmas
2GY59YW9yDUUaYbBaA+12IKlpydiVnrpd3l6MoAYVk7oNnrGSIYwuS0rZ0JhdEloFkXuoyh8YnXQ
tYfBFzFMdApqd2u39oMWBwT0eHK0JmxxxXc52FdCxndMuHFGIGbfx3yE12VUtmueWHLHdng5WFc5
CJWiaGVIeF890HdHSV+gmJAROVLfYJEQmRgq14vL8JEt6BgSaS5jKIuO8VssKZh+6ZfE+GgpmWF9
tpdcAyBFMHIHyDwodk9/Roag138whIwUqTXxF2aC5H59RkmKiCgcqBm/9yDZCHzRxY21UROXcFBq
1wRBMJtCCIRGsFhQmV941ZBNkP8EAimEUHlkUUmPTQgEual8hBeEfHd4TICUy5lkbBmECEmPX3mb
3IePVWZyUwaEU/Zu9cVxthie5tKLYGaRXjaXuuKZCLhsGhaF9vBu56lhynaFrLWKJEmSiPlkhAmZ
v4iYOVV05BaGhqaA7VZ52tJyhMQQ1kFSEUdIwTQ57aOTQUkdSrQiQEF8fYMCdgADTeChTDCbOPiD
QOBraylkRJgEHloEsxmiR1kEhkedL1qb94iPRgCcv/miL4qQAjmEv4mUhweEfZV9Stid3xekTJAD
/ciUyNl3vZh9tshresKZixmlg6mXc3VyGYZf9dUDi/mW3+CRdtl36ldVppelyxD/eRd5gDXHWD0A
n5lXZe55jBkGdMTomIcSeQaIZL/IpzO5DH+nP7+VnnOobE6WT2hGUz2JjTN0UAtFEa/JEzsxE5+g
G3ZwA1PgoZnqnDpanPVYeLS5oh+aqSmaor7pm6Sqor+ZkDwKqk3wor/pnJvaBCj6qkboiTm4a0sK
Xg1JhEzpq0saebemV2wnpfwFpe2JkGDaphj5nba2rGBaa9rJkGzCBMpKUic4kX1KVPnJWh/ZWkzA
ksi2awNof9WKmL6oYv01gG8KgOsXc3lZQquocQM2C3hXe5c1P7nERZHYW01nHLKySoKwCTKhIq40
MZc6BZiqsPZ4j865o7A6hLP6/5uzqgUemrBNcLGYirGZyrEgaqq0Oasc65seK7IiG4SbipRteZW3
uZxE2LLZGZfch5D/2IPdyVjrx6w024tMKWxguqs1e61t+qLQCoQTCSCIN5IF+pfeZ6Z6d4J/uia1
6IviqZcFEVWOqS0amV7u9mdVBV642IaQFa/z83qnyXyj8VqVR0UK9ZOtORNjlxshaKlbMAVboAUa
i7KoSoQl2wUc27d3S7cJK7h3K7gbq7Alm6mHC6KCm7EbO6vCNrJt2atAmoPA6aqk+qIoirKvimuU
u4pI25RNCa7vNnJPOa1dOniJJYqQSY8yu7OsxaVZ2ndRu5/IunF0qaXOGk/giv+m98lekdelyFoE
XUqXcylbreeZKaktsYhhXHN7ELl+3Ili1/qnn9mgWdQ8YWYZNEheirJjOLZQbrhKK2JWljoFhCu4
tKm3IJu4GFu4jLsF8SsG8Wu3dGu3CRu4jOu+jMu/8Nu/F+uh1LmpP/ijt+aqBwyi0xmrlwuiCdyj
LOurq0tlfVqt4Gp4z8mrkBmEkPmUjNWcQAikfTW0X0tS1Yqm7QkgepVhRbDCsMW7uctYwxu1hhm8
Z8rChhA9hjS1xmqXCkinQVWsUBtzn6mIkFaTdyk5brg/JuOmemh7aUZFiON+TeGoBgcD/2uxWby4
55uwd4uxXcC4WiC/XSAG87v/BfOLxvUrBudrv/67xv+bsGvcxoHbwDcahJ4obMDZwEEwBUygBQks
qrx6uSvaq9GpuhG8wREsbBzMBEDKBF06uXnMyI2ckC4LrlgGrkCoyeDprLNbwuC1yWDKWtpJUs85
vPEpl/aZpfE3e5QVkVjKT3kJPA/kk8Nba8z6cV9bVag2r/Ymbo0xg2jbPmRrXm5KXQ0lodN1zOK7
Y7N0xWA8BdBct9NcsQrLvw2ssfg7v2MgBmOwBWQ8Btwczt28zfSLxt5sxvJ7xvEruOyMv/qLoj+a
kI/rscL2x33cwK46BXkMoga8xw4MwRu3WE+qfuCag6ebo75qybfWnAC9qURI/1+W/HFx+qTVan9H
262JYa5zWrwMecIsHIs7CyAWfabgSm+IiWU1bA9KyKe1qFxDddFCDJjuN29IJsQf91uCOms59Hv1
pGo4BHYR0czUxXyUh3wwsMV1W79L3cX3C8CZ2rd9G79kQM7iLAZkwM1kQNXcfMbivAVUTdVVvQXe
vM7pbMbTDMajmrkxC7mEHLJ9m7BMgLchS8j+TM8HvNaOnJAgnKN73aTj2siQ6cgue5QP/dBNGqwc
zMKj26XvNq2ZXMLsx7KajGuRd8mLTbqwG8Ppd2tSeso8XFUkd4LFmkiA1HJYBpGzSKa3yCY5nZI2
DV6qmJa6MIOIYzxo9hfV5f9Ru/2ns0CaEXF+6ii+g0CIb123WhDOyB2/Yky/8dsEYOzHJKvUYjwG
W33VYgAH193V8kvVdSAGaOAGZIAG2H3d1s3V6czOdEvXPOqclpu5zkkFEtsFch3XHtq3+eyxbj0F
hLzILkqkpYy75aq6GczQhT2EOUiECTzAfE3YXKadyJl+s9uzI81a/7hxMhynpMuLtVvBMdyLxEu1
9XeVLdizEYnEobeYFjmLt8yn4deVkhdzGalsXLbTNuYVRK1xL7iKeiW+yqxYMeCGuImbQPBjiWCp
cI2/Xe3VdsvVYgzHSb7N5X3d423V553d3o3l350G4f3dUs7Vzd3FFJujg4z/o7Maqo383CAKxmve
x23eBPFdBH1M15j6z2w9chB8ygZ9coENs44s2MKm5wwd2A3ZpbfGkP2pneA6uuA6VzqLkIy8cT2r
6MvQ2ZlctNN66E06lwgow6O8fliKwszTd276wqg9ply6fPA0mIOqXO8Gl+z4cTuudZNTXXflfEWG
m4nF27AG63nVFDRivnQLuGOA3PMLB04ev9Bcv2J8t4DL3Gc83lQ93tF+3ecN1liOBnUAB1tO7dPu
5fOL7B5bxyF7uX2nol1Am84ZsvQ9zXQr7iEb3/mNwMAZsyzLq3t9a4us6IoO6B2M4I0MnHydfS7b
dx3s4CurwYwOmePapIde/7PVmqMiN8q8ONq8mHl+1OjfqZLa+Y+5/IsjXOpAuIrZ15QQKcGneE66
Ix4kl5XyqCNFrGOG8I5ENon05YZnq44RMY6XEFE30AXJvtRj3c3Ert7RjLFg/s3mPM7hjQZ0QAZu
sAZu0PTlbdVwkO1uUAdpAAd10PTgHdZokN1aXe3ezNx0LuYILMkf2sBRneZsPs11XNddELGA7NZj
Tqub25b8TckNydeIzec5qugazJQMre+YDdmLndd7rfBMCcl83fgb1/iLzPAlnUN3vpCl27URvvCh
O9FQylrxR5EiTj0YQSK5bGzfZ2wJ535u2l70BZZlafNGwJZkeY/aB+RxV/8wn+ApnWAHPsDNZNzc
Sw3umNq39k2/z+7V2Y0GY0AH2B31z7/1YuDd0n7VdAAHa7D1b0AHTY/92E/lUe/1W+3NP0+39y2q
bY2xK4ru9y3n+Mvca/7caS7/9z2Ef3zXgryieu+qe/9uDCzYjAwIQUxFSUVGRYNMgoaKiI6Lg4WS
iItNRZaFiZSKnEWOkY6HhqODh4U9jjGGNEE0hzGDgrBFOaulTKw9Qbq0RaqvTEa5sL++TDFBMTG5
rcKtyKxBRTQxKCjVLdU01yjUjEDHRrVArjTkRjHoQLRBObJGRkw5OUBGPeJJOUlN+vngScqqKePW
AYWEGBVQ2EEyRsyYhl3/xMDZAnHMli1TLDVhomXKRS0Xx7hpuMWhGzR10NCBQ+dNHTpu1ripI5GM
GJtoxKCJObMOHJp1TtLZSSbnTjRkGlrUMgbklC5NNibhpJHJxo1Qn2q9yPXilK8ZmUwRK7ZJFyZW
z1oaa5WT1UtMCm0UhPbtIEyEHI2iRGrRJkicIDnCq+luXk2OMgkurLcRrkaH0H7aJStYKESKUB2K
Z6tYLUU0egkSxKqcr9OqUi97tqx1i4IoCr5GkY1auc2cwIGLBy6dq3g58MlLsk+ekX1SiPPjR1xZ
soDQBVpTthApHIcOL4rpYnFLF61JsnahuGVk9vFbbMJRiRIomTopW6aB/zNfjMw1RNnDr7MGjkw0
9K1HxkgTjfSQV2ONBdVVbYXXxFfoXTTeeCB5p9WF3104RUdgjWXWRgmitZFYcEVhV16WgNJJioL9
lchon1yyCSJdwEXXZDNGthgko6k4YySsrBLZj5kcVkg8ruS1zjGcqFILZaikQwgNSSRZy5WpPVOb
dNnQVs01Av3yjytJ3DNccPbAY08S8MSlT1RRvRnVFFLAOVV0eA4EnUJGXEcURF+V1NQWIGX4IXoQ
EZrReCL9NNR+L6HEkkvvHXWSTEWdJBRKa/gk6U3ZETpGROhxqFWGGYqFKlcPkTFRd115VKiEtI7n
UVcYfWchWyMOMpaJkv+l6GIRixRS7GCYCaKRJ51kUlglmEXLmLCGTTtZYZoohhaP1SaGCJU0WPaY
b/aMFk9mmxWhi2Wp+bLNNjFk0wJB11SwDZjlHBnXvlHtOxVxcU1lRBP7NFFFVHUaTOfCUmRET54Q
Q7dQSnAM6F1aTynlUKFPPRjVdwsWoYVZXLkK30qPRjoUHUF1qtJ1/82XhquW9jczHA+F2lWo6IlB
HlcVakeeUknhfKBFSJekHdLZwZqdzqeO5SBmlmiBrCUzOitjt9TCJexZgk0RIyh5nXXY1jEu+yJj
ohSptoxqF5tIZIesK9hisGgSj2LrqnZNl9XI9uV0ywgTz95WwflgXHH/7nJ4mVPBOcXBXzXskRQY
NSGOMkDE8DCeOURnR583jbqoRlqM5+qBTKWeoLJQ3RVEF8U9td5+LsH3008+sSxTHTTfHpN/FWtK
xs022aQdd0qJVJROOjWPU/IO5ZyUTm6QkXzyOOuUlPYDal+x9taVzpVYVIjIhImYuYV2io516zba
db0P14+JdC2ZJvony1iR2pJGIrR1oqkkRlx06dFUOGHAQlxpE7N4BTUAV4F4VbBe3QATMpSxL8R9
pQqVm0oONuIOfQRDTXsjGOUYtrAm1EkKI8wHP+DBuXSgKXR2AAKAlrK+FJ0lPBy5iIE6tr60cEIL
TIidIrJSkt5BqlOd/4KU7vgzEzH45D/QQwmAMJW9pFCEaPZZz0nWoxMteqqMAAJVf9DAxpMc5Xls
zOJNjIKGNBzlJjZ5CMikViMFzcVsy4IfXWokrKl04Ub7Csz+EkHI9jmiRsF6JNwQIaz+dU1/a6Pk
+yKxrbW5pZOCMGAtDoeuusjCF2CSFzcQMh0N2mYdkrBKh75yFeIEYUzoaI1xluPCXiaBlg1TXD9G
SI/QieM4wcmBHW6gKLUkcSqzw8qhJJQ6q6TvUG8ZGVSKMBYqmKUocICDG8Ipzt1J8Sedut3ucrIe
lrkReNe5DviyuAac6IQ+QXlZSqoIvDQeBXhXnAlKarIeANFsKD95D/9L2OhFCyXRLoZJAmDWwiz2
ocWbRYAkE6iQifRdNIllo1YiPDrSROzvEyaN1kZmRD8ZFYKb/JMWiu6CFmcl0C3cIs0kXqEjZXRp
lQnpEryUYQpSIi5yYAHhWOxRuHR4zoYizIjBrlKFJFiOToqzE3GOqTg2JWGZFvpO6swyO7Eh0axG
vIp4tKJNim4kCld5CvMeAquHwCF3++Hdyf7THpQo1IpstFQbiXISV92zPTYjnkzeoJP+rMGKxONP
xVJSB8b6SSc+4U9mJeVFtZwFLd+Z3UOfiVGT9uqT/hvtRgujFmmlz5GrrYtGQYuI14J0EBp1ZCbg
dz9NXu2kamuCsjb/8UmBhYsusHAgIlJDDW2gICHSCZOUouJSflnXY3FZEzx6kA/icDdxU5UqwTKy
MBa2sGF1wip66ZRDUnlnV2dBYuzGgkTXoWpD7wXZocxSRI7sA2Qcm1BJbrcflbjkJ/qElHVYIsUC
ewqhQCGwOuE5H01tkXd6/YkVxTeGikW2DmnwFIAo8hRVjWiS8APtWwdhtbM0Mgnpg2RGMeNiTZyF
pLTFrWTM9tH21cWkn93oRjz6WRqhNC7t422K8TejZYltWwsURGQ2qKcMQmde0k0Nkj0klbYwKK5S
aUIP4ORlqZJXci48c3nRuwUpYA69UhBDFcQQ5ziPIYdkmNCgutAF//tGbY/5nVWp/syRZ7qYv/yF
CsgY1eHMZrY/jm6PGHGCzv3M4Ym8syJe8VpZB1eqP4Ddj2PXE8+cbWHS4UTKSN6rlYcC8bOenQJG
P9srHz70yaq1LY2BjNtd6zijsX3ojFdb5JSelJufGHKvV0oitIgtRQyaaSKbTZgeNYkVVuaGNVrZ
XF8gzsteZlCCvkxu8JKXvJa76gvp1OYtpKEkYnBIGuLts3i72yZiyKGHvTMqigiYO31+b+oI9W9+
C9i+e1R0RsOj6D4n0Sx8/qKE4WPGlagEnKfusF7h8wa9SorjuINU7oh3lDbGJ7NkoAP46DoR7uBM
ewbqzn1vbWLVjv82fd5crdpi/EjZPpTIH4U1sIMc5NuOttgxNjqN0kJJk7ZlxyalC1qs5qsfCyJ9
lQiW+qTSC3Q018rNbU1A2uE1soQIRG0JC1ge1CG2g2W9U/BZw9pcb6Vhh96PBdXx3DDveYuh76Pr
Qp473OE8D1zwA1eDd7ZjcH63rt8Rn1CJ49twbMpXPPwmNcjNqcU0HqhiANq4pzLLaUhdOuQU3ydj
AcSphFZMIqWrXkMU33j06OpU33noWeRqRAUZscagvfltPfpaoh9d98g/CxRq9FmgL5L5J60Lzi3R
SFjzF6S4Hksoc/5lrQcSEYdzEmsiho4ygwjtYBHLLNc/yzd3ZQz/UoD/3W1ix7/T3yYyuUka+G6f
v9Pn7zKhb4SHBoLXWfxGVwCnRwqoZxTSFAW3RyamX4qmICCTRBThYT+BVxkoIBWjFFrwPaTWHpT1
cVNkenmVV2t0V1PEeuQDPuTTKh1WErbnHakzgxBYYr4HfLAWfDXWg8fngzsIhMknfLGVdMCmY833
Yz9mfe3jTM+0dEGGGa/FdUp0FZcgZaqhDKygDL5QC8kFbgmSewkCFhhRhrcSKHa3Mw1Rd3o3bznR
fzSxBnQAgPu3Bmkwh3Qgh2KQh3yXBss0KqOCgQDHb2owBoWYcWfwEGqwHU0xKkzxgE+RX3I1eck3
efkFiB3GegVV/1jj00XfIxKNeE+6k4lXpFeXdmmcRoJ1MAfh1HGaGIJkBHoOoT12hYl01W/55R0u
djFBmGhDKIQutnxJBAYPBQZAKIzA+IvBt4zLuIPHx4PPqFpwETuGhBVPd33WiAkxQA63ZA6/oQjB
kXaqon5kWIa4ojQUgR3UkxPUoz33YUV1GBN3mHJ7yB4wIYcrEWJ4KIfzRgd2MDuAyB15BgeDOAar
I5A4YzT/FpCONyGHx2eT92dypYsJKHiCZ4ji4yqGRTGsV1il028haDEJ6WENRnEs2IoF5YKtkmp3
VVCg52FFgQYGaZEDGZC4OCG6x4s5mYw9CIywxpNJhIzI2IzQqP+DRBmNxoeDDwd8NBci80UWZDEX
nCAMQCAIV9Iji3MhGHEr59g00YMdRpFFMnM8YnAS8YgfITYTIaaPd8iPMUEHIbaHepiHefiHfDYq
eaY9E3KXCagGeQlwFQmIhfiAuhhWp5JEfJaYfJZnXWCMBEgGfgmZGgmLF2ZQMNlhDnEdijcRRlN4
5LRZ5KSRSAErC1mAsEiZlslQRpOXCsiQ/4aYW8AExOhitPmLwYiTfCabuTkGiFmbXbB8tamMQKmM
QwhaNeZ7zkYWu3dry+l7Sukh+yJlimAEggAWgOYRXEke2GGQclRH7yGW9MGOKpeHcigT+kgH6ImP
L6GPL9GeLIP/nvkIYnj4j3upmPbJlxOSFIBJkaNCk4uZmPlVn/ZpjGBAoF3QBmagBmYABgraBQTo
kpr4cQjGkSMRR7Qocx02V18kml5kk4VJmKOCFODjYRFqUNZBeF0wPv4JedyhewD3UKOCmC4alImp
mzpJBgQam7x5Fsb4g96BjLMZfDsqnMgXmzV2MUOokzT3WTgIgbEZIlDafVnpFef4RdYjPjMjMwNF
EyrRKUMRYnuFMioBHyHmpeVpHzzxWH23MvwIl28ph6MDBm1woF1gBl0gB435l8Z4nwDamBbpoAIJ
qINHkQPamGpgjG0wp3Igp2hQoAwKBmSgqHXKegDyBh13YJWF/2C3U3LZc2qeSgZMUXu5+IBnwYv9
iZc06ZcE+JirCqEpiRSPGahmsAXGuKP9yYt8Npu/6R3GSKt8CZvA2Z+6t6d7OowAaozLp4su6pM1
ZqsyehZDWqoPZaRoYaS+lyth1RW3t0cXYnZMsJVo+H6C0o5HYUc7YTPDA6b2yBL3oZb8AZdk+Xdi
0AT1cAMxYK9AAASY039wCZfmCWL9+I+LiqCJeqBm0AaPCqhgMCrGSJBdcKiMWad8dqh82qAEaKcF
igYIe7ALerAHKqcfm6AFiqN42gaQaQakdqkdl6kp4YoFtUOoCnmjOqoWOIh8GZB8tqqA6pIZmZqs
pwbWgRSDaf+R/dmDwJlERauYEVu0dhp5jdl4iGmr0MoEZgCbPGqkXVAFyTceUECtWduD1Bqjn6Ws
YquThhkhXCFg71WlihIo1okrR3Ol6ygRdgQUKPEoVpSH76oSa8m3MYEdmpMPewIdQJAD8WZHbpoG
ftd3+RYEiZqgBHuwj4qnBXqoc4qxEiunkWqMeGqnnXunmfuxB7q5c4qwdCqniLqgFFuyfoqjbAS0
KXtXl8p5PkFqhZeArvlvutubSZuYBAioY6CzD/q6oumXHCiof5mYLGpwY0Cs/cmYOJpnxsiYdtq8
RJurT1urirmngImfvnqrC9ubVaC7vPmhSTS+wnoxOxqbudj/vnrGKrSytlTqFWg7NHOrPfM2Binh
WPHBKSoHYirDHndoj3P4WHOIXvwQAzAAMYWLOW44b3k3Bvvnh0EwsCCLsHAABo2qoIfaqKc7p2BA
uYZqoARKsQiLoyPsp4sKBhlMsHWKoHQqso1pjDLcmAQoB2ggB7BoqbLbw6SmkdpTiH9ZtP5WkQD3
lwQIqTmrsP75u6sKqWykwf+ZxBZppxFroIqJqpDqmEucxHl2w4K3p3b6u/+5sEocvXxmp03btM8L
BrootQE5vvzGBGPQtbw4vnn2rWs7g++FoQh4INzxMxhapbeIR+BDFPPhT1ZEt/3LMpHSnuwJySfn
O3MYb5gj/1XJhA8PQm9pYMB9d4eIOzoIm6gay8Koa7kSK6l4eroPq8GImsKYW7rRK6mPCsKNCcIU
S8KRmqcj25hwMMY5nMOxS2qwSDORCbSC2r0RC3DE6rtLvKexmsE2LLGQqZgX66fXvL3/mcZhjMJO
vMRfnMyx+qdD7Mx/+p/l3Lx/OagSyx1ggL5uzICnOscgansW8b6taRGr1h2NiCs+UxLtCEcn4T1x
hLic0sj9255yKMnnCclzSBMzw3/1Rm+cDI97GJfmSZYCa8qJyqgEu7k2bKCuy83bTMXYnJgJ66gK
SsOH2qAlvKBtwLDY+7CNab0Qq6AxuR5y4Cq/TMwoy0agt/+qfrmziWnFDArGn7vFderSuzzGfgrC
OGq9UkzFeWbU0tu6M+2g0yuxjwmpkIkUZvDVVp2nfurUaODUUb2w3Syo1RvGtmiR/LawXTsh4ytg
mMgo8sw8Vspy6XE0jCjIe01Xh2xHhZUTQBFqKWePZvqe78pgYDoTj0KXZGqH8lmecAnAl90pd7ie
fzeH/XiHojzKbaCxGkunJ8zBiIqjapCrq23KmZvEFOvLkCqpo33BNPzUHozSuUrFdjqnXD29kqqR
P93TKCuZaIDMFSPF0dugYzCnKIyxBGiyDJqg0A3CInuwHuy5MQzLpxvbSrzK0x3GaYzM0lsxJivU
bKTV32z/kdc8vFz9p7Hq1GZAgLYIqUiLm7SaX1jAPHvpb7YIPhlHEYnYKoPXmnott/EWluxUR/pR
KUOxyHu7MgLs2JhNl/wol/JK0XI4pu502fAJE3cIj/QRl3YksIoqpwi7qItayuFdssuNxhOrmGiN
xTRe1YZa1rmKwiTtp77bzKX9mNKd3ADioAra0xpMkHZKkHjaqNE9y7vcuRqMsBtsylGOwpSroJdb
p4/aqKrtytF72waKubdNxUxO1ktukWe+zlx83CMtvIIX1uK8orRqk78JeTFK53jZml/E3wXuqQtY
PYF9i9pjyHTkRokcnv13PDmhpvgEjy/BMnEJYo1+2Xm7/4fxCpcT3K+W/dAys579mumg/I8p7tEe
W7qji6AU27S2PMJcDqmrzdoojca9feMo3NxZvco8fs3T27COyblLrbGR2qgZLOymnMGROtJ4eux4
SrlcPqfHHcIf26iLmsEKuqibC8aSKrJb/sqXm+oSq8ZLbaDWG8bX3LwWS+7vTb2Sqd5a7SoFqMSj
YgYW4cZq/V7LB3lVOyFtPXiMOZMGHreBSld7Pirb2RDPY0/sWDFoSUb1J56GfTz+MZ4bLuGMDemS
zpYVDsAXben9itl32K8qwekAvH8brQajfKClPOwJK7IZjOSr7dQ0zctK7OqM6d3Y28zjrdZLLd4T
e9XevP/VwC7FO33eJnvmwu6go13bLV/ly36nHCvdpI3qCzrlK46wYMCxnOvKjUrdSs3SFyy6WV7b
WV7COGrs3/7yWn3u387egMrlRGvGzYuzEhuj8XzXeqSfj/nvgNh4ghzI4yF7go4TsCoR9RTRg/5Y
RoG4xxOHLLNhbPqeE4/Z7tmekP2uj/47oEwTiRsUbEmXIQ6X8PiP0x3CnCvlqIuwqJ3LdIqnrd3q
v1vNVEyg4dz2gufsPJ7VWB260mzuuwzVHJygyg66S08GZ+65TD7a0x7lS03dy27KTV/byk7dB2rs
pavtLayx2s7krqzy0qzUtd3qCgvsO7vm6P67qzzjcW//s74654ip1v3m/u6PvAXO3wrY97i418mD
FHqn4EZh6N45IICwJrbmtkZGd4hGh5ZW19joVrdGV0dZWVepeEk3yUnnRpe2SCm6luYm+hjqGIqK
GOopamfUBqYG1lXbZQtGhiuHW4sGBteLe0zW1rWrtjvWNrbbBdeFpkaWuzu8jMu9jLbr22UWnt0N
To7WJj48XCzXBQwnl6wODo8fb6b2JmffhkaeGYD+ABLbN3AYvIFm4AxMZm7hL4O51Gk7Nu6WMjAb
eWlThpBZMF9qyO0q5qveMWrbhmEzA25cF2xdxoDZIvPmLpw6qyzbojOaUJnRsA0dI9QozmhLtyB9
KoaM/xg0ZKSimXo1a9RBVwWhQeOG0dU6iRqJqaNpFCZHlwqRqhOJ0lu5myrRgeUoktlVYkLBKQUr
jSIxp9LYCfIrFzl4AJVtLCnSXLFiM3GlVMYMHEYw4Ggu82Xz5bLRpKWRuxZMWi6SyRCWnEwMjcN5
ZAqieaPG3ms5bwjGK/ZP3eJ4GcnpMugLNnFcITnzEn6LnBnOJ8FIj37rYjvmMwE6U9bZ+zZ23WS+
tNkF6LJoYNjjNLmF3NL2vWZWuz/GqP6aNcdscfoUGWNcRQZVVWV14FSDVJUGHGNN9ZdYizQo2CiT
TKLJWY3INUlddFESV1odelJHX7Fw4sokqbSSRl9pFP9Gx2HwcGROdsTceIty+2B0SzOYyVQZS59J
UxJkXWSHGTnU8CLOaN1AZo0xxSTUmHAOyVElPur0FlCXcjgIUJezaQkGPgs1hpA9tjzkHGX5KAOM
L9sw12MvIGUTp3YbrZYadzKRw51luLRUX5Pr6WSSTfMtukyi9nX26ExFCQWgU3DkV9VUBVolmFVR
uUHGGnBMhYhYDxKCRolgXVhIJGdVssYlmXyoyIcjeigXJKusggqsLLLiIosvMmIHELWsY1CyyQTj
nGk97qONTNac9ow3xDAD5JHSLkONNJA2g0xlTpKUWJVtFPRlbWL6w25AcPQzTz/wysHbmO42xNmX
Zcb/YxFCIBXJmUGAomGcRQtBZl10z+GCnUcLVWSMODPekkxK1okbWqOS0pceLkyQAwVQOPHX8VDY
nIwfOPn19xQcArpc1aZfjSrbzKE6iJaogxRCRok+V9hzhWz95SsmZ3lC9KyXbDgiiXc58tcouxIC
WGGuFJaGioywKMZhO9YCMGP/rOZYThlhW1594ICD2tpHSudkNYOCK82g9iFjI2qwCZdlmefOw268
7/JW7xzvvvvG4P3cy25JfTtkEOQk7VjMLRatE6ib9+E0RRNNfAbGjduZVjfmlMFtzJDtAbm6akLh
Es16h75+lH1FYYPGpNM8hWnMBX6lFfBYQTgIqake/7+IJHCICnXyoyjyhlojxmorJbd+uIknH5IC
y4kqrpJKiXS4SFiLsiBWNjC1vMNLjhxV7NiOFduZ3JEYGernZ+uUZtk393kDj2jdpxvlUocc9kEv
dh0QcIv7kuH68UA5GE6CX0oc4eYxm4bgCzjI6pdBXNKG4bTpRppLggssgMIUaiAHIQRY5VyDC+CQ
rj5+AlRObILD1cGtJjdZ3epiV7ujoMwo+endGGAGPLAUSFMOykohHCQYsqAlQs+DS6ygdsXkNeJC
lIhe0vTCFuyp5S5p2dAmOnSKt4jCFS5yBPlC8SLCjE8UXTOWnNbkuIogiyPq4Mi+8Ng+tK3tGuAB
z/80KhMTZ5jHG6pR0mhiwp3k2ImEHKEXMbBkBnpp8EuEe8McDPdJOHwSlBRMnLzqRY912KaDlHRh
YsR2DPfFAwgWuIEKQuCCEsDgBka4UU62MbBBNSsj1DlG7XgyMm4k0yT8MVnrYtcfSdVkCwIK0O9A
RRWaYaVmOOtZz44nRTG8wWfMS9VZYpW0t8iKLmYsWiXgwCFQeKhW77xLJ0Rhz+59QhWqCNYcUUHH
OL7oMGDjRdkaw5FbMMY1+4CIc4YBmdPcD3TcaIa27jGajaDMPo3MzDV8VJP1lalMliypHIpEr5LQ
KyCmnIMEQwlTUUJQlPPwEm7wJZuAuUN0oaPGjMD/USUpgQEINtjfSRtzRx1BLDceMdLAWJaeMTBB
ZBwjB3qwMDvZFaWZ/SFif1x2RDK4TIkFEpWovoIWtAiGEGdN3lngkNbk1YGKyhsaJ+ZKCUXEKnqa
KBo7w+gr7p1xV7S6CxnBNwqshYIRqQio+U5RrEFhrjXeCtjkkLUs4mRDNM1IB2QwowzcpY40kIpJ
aClWGtEI8x3EOSmVgnOuAxJkTIM7nEvnkDjcuvRw8nqDBSeTEOBABiU4UoecMEunHc2yqOIYDmOk
BSe12a1ZJjkPf6wqu+xm11FDwYlRovlda/pOrDOrmWzO+sS5YiJV600r9dyb1vWSAp6SuMSt4oIJ
/zokTa/41e9cWGGXTtgFEqrwxD0DExjxBRQVb3wsQR1qPx8tC0kQTc00UqPcztpvNLgbIGntw8y4
GSpaym2lv/wFW3mQMJP8Chy7fCs4eMkrXpz8SrvegRLv7GM7IHSJLfrVHTIA4QYIKQbm/rSMh0Hy
wkCiSX1MAruf6ISGNvEJdpcyGqdMwQZNcEp4keKgTblsimg4a1rByV40r4W9a2kvXvPbITa/t6+w
gvNd6TLYMMpFLrXalSY21KtW+EUUWzuEiwIamMeWr450YpJHokSZyCXmWg315Z0swsjV4Y/DHPOM
3OyTHRiqqUgMVQMw8nFAlP7mkgWarT9g/OrEif9JNg35Eq1z46DYVATVrb2wDIG8XIwAlQzNMG59
LHcjOWmMKKMRChRIIzImpIc00ASiU7aw5RJYYAY2sMEUehczbpYZZ3AdZ6rgqt74tpnN7FULJq7I
XnQ3Ir9oscQYJYG9dorxz3ZBWvfwuSHErmjgcAToHFsUCsIofKBBKNJ9SOISZCtGMuWK8DkYKZrO
0I1knyuNNCy2jD3B0KEHs2wLGYoP4E5GXW1wkEPc1fJay8YfLmuXP2jdRICo/D5uo8YdIZqOt3XB
CMzNDXGks8NfD2nZ8gGDtEMssp1IuQs+GRlOmjKFJNhAAyBwAbdLMIMS2AAJU9jCV2T9hnOPc+3/
6a4D29+u7ja3OXpt/ismiNZXLc51Q/Q92qy4COCn/XdqYDQwKFRBNUW8aHywIAMdEy5QhR9GNWWz
xS6UkSP7EbtP4ujwnpasLQ77bxlMSAITOr500qTjyAVshiuJY9wORs64GgQITMJ0DeA1saY+Je80
iL0u8jpIbrABzrWoISTGSJKo3LnORZn66RvqkNqj+Rh/oj7tZGb/+lLotg0s4H0blMAF4hc/t40g
znK/K93jnIPb5Q5/TIwzvmxeMx3MvRZ32/fOmGDaXNAoF/TFIbliRdoDcPt0F+HzeI2FClFjPpBn
PgsneUEAUZ1RHxUhN5pBTMTmWcuQHRzlGRaF/w0XWB7Tllqit1HlQQ3Qohku8T/wMD+slQ8N1XLV
kBu5dw2upTfUMQY01wvsoi5d8AYzYXyTwXOgth2XcYQzAQQ54HDY0Ax39HFDAkSlARSx0zpdIG0/
oYWkt31CMQVSwG02MAPg121g123cpgJfNwMgYANSMBXvt3blJn+Y4H7tVwd3GH+WQAj1RW/3d1fy
hSF8RiINomdKwz2skivwRFgZUgmExiKM51iD8CLDkgqLFoFpkAUT6A0WZUiWtxoW1VTI8CR1wyfE
xA2JhHGqcUgM0w2VdguvaAvkwkHYoHxGVQ1IFSa2FxDqQg/AQw8u43IsIRv3MXzDBw/F6Dbw0P97
X3FIQtKCxqAGRIUOSGYfJ+Mn6CEdV0htW8gUJsiFV2eCWyAFSOB9M6ABZziG5Bd+7QgCbviG4rQW
7vd+eRh/cjd/VyR3asFeDWJgz4Mik5AIb3FObsEWfjeAAMgWK5KAincidCQILSKBmTiRYmCRFwmH
dnADzDhATlZsrPNw3uKBHTl6njYTFhUTMUEZY/CRQ4IN3WI3IUVsInka6PAa/1AbGOgPq2N19iGO
XTAF07ZV+XENYlUVtpN6JEMyIYiN7LEysUMGNmAE2RI7VxZl/vFDVphd0bCFPzFV4zgaYfgDZJiG
6eiGKtCOYneG3qeW3ueGUrAG8+d+c2mP9Fj/j/Mnd2yVCYKYPIrglxZyFoMwIRPiFrtCIb5ymIe1
F21kIfkkCocgGBGocJNpPlIgmXAoBV+AmWIgBcXCitTQkqOhBkVhUdfwSP/jgSV4JB1mNmkTcuLS
HCIZaqLoH3CgDEVIDMA1La+xQVspO+IYlEApnOJInFoAlEHJBEH5OafHBEHQnE1QBE0gbZ4jnVo4
BdIWnFm2DEQVjrLTQzzEE1X4Otg3Mt/YlcIZnNj2BGQ4htrWjuHXlu8ZfmNoA274A4Nwj3XYZuim
CehWgH8BV4EpCI7glzuDIa0yoAEJT1wkmEejIkTDmISQYHIUmJEXR5tYBS0Ch5x5kRzqoXDY/wRP
IAZJ0JlBcJIchaIsqZSpB02ksVHf5XFL1z9uc0guiqI0gQ1TQFQrcANTIElFsh2910SHVBVVuKKy
A6Ne5RTZd3VBiZzSaaJNYHpd4DnMKW1fOW3Sxjk/cQM3IJzdWZ4kY6TXB5Y/GZxBmUxb0ARjOQPr
2HXhBwNqmY7yKZ9zWn5q+QNwSY96eHfv5qf1Fivn9Bc9Uzw+MwgRYhY/Q6CccJilgKDj4ysasliL
FYGTIKmMoHBjYD5j0KEWSY4cGoYfKgZh6DlS0ASm2pleuh7NAE3dAkSj2WzNpgZLYVFJKZ7U16Ig
yFWxOiRN8H0WIHYW4IZGsAUOAaS8N2svOf8aqIednwOVkYIpu3MNSOGTXOikXYidXfkfJINlJnid
OGEDQLAM2amdaSqUu0qcXbh9I4OmYZiGNjCW37eWWyefutSOdkqn7jgD96mPeDlO6AZXseKXZOFW
isApy4OgCctWAKmXGpIXlrqQrdIiVCOxU5GJmjqZnCmRm2mRmxmqodoEHEqiWiAFUjAFh4F82mma
/AGrXNgt2ser0GSusQqz6KqV1gYEKoBCNhACNrACwQqsQBANzEgds3YpLrMFWvA5SdA5VPqF1xgp
YPUU0xSW40p61wmlXZid6eqtpBGuQHml0pmc0FamZVu2WxiUY+Cu7MltM6AC8Jiv7wkD5cf/lnGb
lmL3BGNgj/XYZujUXmfBCBHCM4sAuBSSKhUyiI6YRqwCsYnKVjtDGI4XFZJZPC3CqWlQBRcpCGKw
BR0Lqhy6magaslKQBKPqmdEAB04xqzUBq2NanqtrpGFatdtXruDYteQKlESHQmG3hmq5Am75tlxm
diVhDeXVREWqutRKE9uatrvaXVnKBKUXvWILpUxgBEVgBM15elSKnOjpvdtrojCQA0GAvc6Zvc75
Od37k7T7kz0JnFpHhj8whjOQS+Q3t92WS912v/Qatzdgt/GpjvCKn1c0f8tTb8gzblEEuFUUmH95
CI5nqGoFoGZBCIHJeIZWPBYpuVJBGJ0r/waX66kWyakWKZEf7LlSQI5TwJmda7KmypmnWiyXMqss
+RSjGV6HtKTPy63N4L62O7tVy7VhqXUopAH0WwJraAPkB35HbANoyW3AagQDYnQuB2OJY5QdVk3a
GUT+MW3K2QRBcL1GYARBQANGkARFYL1FAATYe8bXSXpX95VX6sbSG67SG73aO8dceKX8oaVaqrXD
Oa7dR4Y70KZuCcAATLd1S6eHPK+LXH55W49p1pfJA0+EylcBOSEIy1atoleLWqAT7HiOVwgKt7mc
KgiXO8IgHMJScLmSa8IayrkeCqqYGYad05lAcCk0vAWtqwZRMZo48cG93AVioFXGma496f+91+q9
pJGe6aGmQLACO7sCueS2wdrESVyf3ufEJ1QCNyAFBULFvGVeyliUlyJNMFo7enzGpne9MTDGRkAD
Zxy92Zu9MXqkS3ED4pql+4wT3ph9WMrPX/ofU7Ce+9q2NkAE8oqW+eq/+bq/iQzR7fjQ9cptcAlX
51ZO9aWPUEN/cyWQr/DAiBAWbhG4acDBHMypV/HBTpHBHJwGqSzCHwyHHlyRL42RsRy6o2rLtXyy
RiAbYnVELaO6nDuaz+sUWjAGxkymaArIwdlxZ7qsQGmcTmoEMBDNGvCz5Ad2vfu76ih25DenC12f
aJkEW1BBa2dKh2MzQ9hhPmeaAvLW0YT/zFyort+onUhqo57BS0eqXblKtu27DKP6rgd9hiqAyN7X
0G3JjnabA3Ta0Ioct2oJh+930X1Kh3i5l44bIYTKCI4XPJNLICYc0xcpFRws2iNM0yE8wlJhyheZ
Bp2rwhuqwlNQy6baBLYcw1UBKm7gH1ogVpZy1Km7BWdwq0ndBUqtfVCtnFT6OUGAtV2wzklQ1Slk
fiXws78rdmh5xGp4zeuollrtsyCgAj9QrIkzV56EOC4HDokTDW5DFf7z3lslnZ/jXaeJo5GSlHcj
emiw11D7rPf9P0YdjlMgvzawA/HLbeYIt943p/Z62BGtlvfbze3ov4eNyPGplmInBany/6+xkkV0
9wZpME59GcEWiSpkEBYm/NmhzamlzakejNqnbcIenNqdOuMXOds8bduekwRJ4Dkni8ticLRHNA1C
jhTT6jLTcG2ggtTDTLUjowWnJ91gHARfLL3OGQRJkANFAMYxMGQ6C6xL/LtoqdUq8Ltdx21zyrv8
e81kyeAVfRumBGMNwU3qAgfDB3yQ8pLYMNdLSIW1eo12Q2w0AS1gAAM+nToj2CTsIHox+h9IIL8H
XcjmiI7YbOny2dDgjdj2agMT/Z6MDKeN/OnZfJ8ivhaVXW9wNcmrgiDapCAO8uoKwtom/OKx3Lm3
buui7akqjG3YNqq/vqE63TmdQ53Uaf96PS6lSTALl2LkH8ypztw5WV7l24tlS7qt0TAFUW56YIy9
0vvO7hwDMRAEXh4DMADmRYzVCu2GXOd1X91tc5q/3baG8U5+i32naGkE4DyMvRhmxwszLlnUR4jF
+z0uD5caTRIMsQMOcAADSTAaSzKTEPE/nrFRSDEFSHDg3Jbx3bae8gqfog7y+JvIbdmWN8Dpnm63
c9uWjf3xNvAEU6BmMb8IqYLiwcM7W1HaW0HrsewfNJ7rtP3r2Y5t2U7bw170WnD0w37bxc7jxe7j
Pe7jxXIV1EDMtC3lQTDuWS/u4e6cZZeu2S6dZzzGZYz1SYDlzbnGQQAEQAADIYBC1u3/8dud3fJ+
zeCXjitQxNf8s+EX7/LKjvfLdTZgdrKWTQWSG4ZPFeV8lIPeYTTqNjQBjVM48UanGRbT8BBBDp5h
EhoIKJ5GjuxJlvPb8cAK2d7HjiyvyKj/nqo/8o3M6Wxut3Van5Pd4U8EFl+R4plCFZzK+yac8y7O
ubUO4/8Ry0Cf40WP/E2A9Eqv9J6jtMTO9MbO46fXBBo5rkE5xli/9dsf7luf9dLe49MO/mCc/dIN
9VQuxkBwQsCKlnbvtl03fugo//XJjr1b2OWHlul4v2Ktv/GZjhYACD9NZHBocGRoZGRqiGhdjpBd
ipJdcGOPlZJkj4xgm2BdoZRtY56V/6BkoJJqoWpoME1mmWCWnGaXm6yblFtSNjMzNjvCNk8zPzY2
GskuyckwztHJJdLVN9XPOdjb2skpztTg0eHjNiUgNlJib2+FaWhoYolkYor08WNiY/v6/fT/9QJu
6SdGzJaDYqYoVNhkYZeGUxo2mUixYpMkFCNanIgxiceLTez4eBiqCUmTWphEuRjESJCWSYLExMik
iRaFN7VsudlF58FQWrpsmWLERggLFlaUUDHDgrIZLpb+coEuhA0VUmGAiGqjmQpnzX6Z60qOKzMb
0JxpoFYPHiNEm/aNQdRlDBxNdSM5SuXKFKZUi2RRYnWpi2A4oGSlstHEVRcwjsCoUf/Fqo0kMGPU
DEUS7BhnsclyzFARtloOctXSPjOnGvUN1NFe29AGG1ta1CW6TcMW7omYNXDqiDlEJ9GaeP/I7IMT
cMwW5vny0RuIxBfjLfsGHly4UKJ3kBsnSrEYBPzHJEw81vRo50ZJkkweFpnIpHwR9Dl/7twilD/2
S/ncJUYXBSkiRhMqIAWCUk5J5ZQK6ICA1VU2oLNCMk4l89VWJSjlwgzLfAUVhct0hVZs0cBQwjJN
OCfUi1O8+NMud12CBiN4beJIYbtQEtkupHTRSSZdWEaGC0mAciMmjiiGCSW+HAPMLz/M8IQwSPyg
omnYvKbbNs5cY404ts1mjmzXUKP/mmpggklbOmjUwQ4abpDhBjyE1BOdXG5g108+Q105G4QgBFMQ
oDjhlFFF633EkQsWALGRo+Y1kcNFSbTXRYyiBJUTSVrYZJModdWlGSs1VjKJcoc4h0SCTj3Y4VOz
SkjhVxlu+SCtX5k41lS7gSXObSeWk8MU/Ckko3/72HMIJIQ8ssi0b+Eo2C6yOGJYKNhiYgMTOJIh
WLbb1rWFoMFQSUSV0vQKppipRaNbN6eZyeUztZmWL2/JaPDlbltSY5Y6cACXCHKJuNGsFs4d5NwY
UiTxCzqiaQBihRaUYERDQw2lEBMfL2rSyExoUdQNFaGnHkaTUmQHEKFgJMolRQAR/wMJMUigMwkS
uBBEjGoA+AgTJLhAgnuoVrKFxBaAkNSssirFFFYQmnPhg+h8FU6vUVUdltbKmAiNmtKU+GVaIYLm
TFppaZNDDkZIUV0SUtxk0D6lMnlKIXdFsgoloqhhQ5KTCSkLK6AwMgUSycwwzDDpBvMD423Ce2+w
bdrgpTSo1XubbGCGEw7bnE9zzb+7hVNPIYbco8jDBiE0hTMzoAPEUuhcXGEJI3KcE0MnhUfRxpOq
3BFIGF1qhwQ8S8CABDHcLEEEzuv8fPU6M5+EKEGQoID10EsyRhM2ILWChNQs4xRV5dtwYQkfUtg1
hWFfuGFU6TYD/+i+hiNbWmG5Bv80XNANy2ElLGnZ3GqYkb6x8G4Z1OicM4CQg/NIgTsdcw4MkrAX
uuxlH01AhpQmJzkpFQMI6XJGN4CgQnlp7nKYK0cyQAeDL1luTGBikw2+IQ0d9jA002BLPRQxD308
7FwVKlTtzHQ+svxiVlopQcaQwDFleadkTagJFmtCny56sSPp8YgY7fC970mgAdW7nvOoZ8bnXY96
zQNf9YBgBEhZ4GJT4x3+0ga/iy1jK8H4YzP0d0AN7W9EX0OHiUrjQ3LsqxvUSOGJbghEM91AN5Ss
Bm62USIbFEUbRoAb5YLBuGBAjnKC2hc2ULcNHeagNJljpSYx10gZlq10axsHNZD/sAVCHIweUihK
7iYGg6JA8Gph451YpHgOTzZhKCeZQk1ClUXhJaGCLBPj8RxlhwJcz40SMGM45fi953kTe+XUmQqg
YYEQgGApHeIdVkbTvq94yFYWGyT8shY2WwXjQp2EZYYoJLASoA0t8FsNNA7qQ/XhsCvaSGALZ/hC
FNmAhSy8aCUxmTlkUOkYyWDc5JxRFE9uI6MulMa8NmoNcuiGWC98068SKDpxwCuhZ6nGMsQEGxWF
5Z0/kIcYfiDCzkzMTOi70K/iB89moCNjF4MIQ1IizZRcBAjXTI8Rtroy9HAkm5lKJ/bAyYAICCAC
zztAWa9XRuy5QANIcYoGLsQh/6WEzSlb4RA9Z2WxTmJFqVqb0DKa0SAVTcgs7lpgilYZjWXUsLFK
peglJxrRSlIWiPRy01e0kVFtjJIzI7XBumzwg5J2MrP2SullM6fayoYDdS+VpZl0WBtHtmlsv8qt
OUDaOGUWihosHGgfzbKUYKCjNFUDwTIkNRSJaKQJodzqVnvQEmxulSJivK4dGsAANK51nN9DaxrF
6zzuZk8DLoAVVaJC17/Wr7gh0qPVqOGh9lmsX+aIX6/sSqH8pQtsX9Gfhoo101z68KYDlcY1LNeN
tlFUc/86nUbNxMKweNazyRgGaYlAWpBSLhoo7UZJgYhSCXPjxBO1LGvMVBvLGf9UhqqB5Q83ydpx
dEaZkdPGrv64W3P0ihpVg6DVdoeOJHAni0ZgAh1dkoOWxEC6cBMj3KJrhO0+T6wCAJ93qbdW8zIP
vRlzitQ4RFhaQcOuGeorhVZQIjLv86AQjMqHlkHnsXSSfs5IrMBMRLbcythydX5waNikjQV3KbUS
ZiHjtOECE9MuGaNllw2yRD+JIQOlKo1lalNc4xwq9lf1Mp28qIHJEqTph7ms7aONOgMcL4hiTszd
V75SIoPq7ir8TChTNACCXjvzIlsFQg+2WgS4PTnJxMOIdJFthwDo7HvOLidaz1lOcJJAAyqAq/nm
Cr9YlS+e3pbrxcLdPmqIuxn/9LSV+/DcScDm+UQJLU1AUX2iZshU1NJAnyVzmcnHblpM/+pGiVDa
GdAaNR1uAuInkxFiy6JuxKslYEUp6u+Eq4aSqDO1a2BTUzI5g13G/YVRh5kDICBFfhEcS6s/FA68
OsNW6NjaVaToSY/QMQlPbnIojzeRKRvhmlX+XpbBKe3uOq8AZ/xeMs4nSagYlSlemYFVVDA1+fnq
QvYz0TwFi5UGPaVEcY43CAb44rEMEr8IbQ1Pw3Si2BL4F/dVcQ6ggTqAK9hMK4RoNECKDJFO+gnG
pDBqMd3wTkujxAl/6KZV+Fp4jy2Tp4HXlj5t28aB5sbGzTwLa/0rXM3cx2Gb/znV8vt5Hu92LZoD
Ah1pYIQYpAciHPm5R6Tb7HEa3dkScLYbxXu9GZSylGp7tOWH/5mDS3L4I1p3CpsR2fjFj7U+9JVF
hXX3ic9GTFu689svvu/p20sbvTKlWMQ/aSGEPvEOby1mU/sl2KqYsYbnDd1jmMtghSOFIx//5cXS
DbnW0/5nEQ7rtRtVY25joRVPQSjKBQNL9nMNIUbmUXI5YAcGsEZpZF4KoFZmhVYRcAARYD4giBRN
MRokqHyXly6M82GMo2EfNmkumIIw+ILO0ILVgGkhxXDwJ2jxx1Fqplgr1UImBi/wgm7CFw1PgASM
EzFPAF1SQEellQxFEYUUdv9S6JeD1VdREhVTcqdK+IZ2XNhq+ReGFQKG1GAEawFLBhg28xRP/LUV
7zNz9AQVQJZysyZFynUDdNQQ10UTPxdsZKSBZ/VdZtRWuxcBC2CIhmgBiDgBH0gAFjABDYAUCaCI
jxhXlhiCIugUTrd/YEJKMpiCR2gET5ADSCg3SGAEQOALpYiERoCEk3aKkyMEp3gpnmQEP+A2M3iF
GOJCLMRgLTR/vRgNTKF/wFA7hVIdStgESJAET8CMTSA3SgiNgMeMdNOEETM46UCKpFgULMSN74da
1UA50Rd/76eDMqRMFUKM+8dqoFFHy9Bq7iMVoAePYUNcEwJkFaI/XNEgVOH/XryDOxmSBMu2bHAz
geYFToF4AApgdN3VkNPzgRZwAZRoAQVgAY5oiA2wAA8QiY5YkRkZAQkAkiIZkh5pAQ0QkiGpkQsw
AQXAkg9gAZMYkpS4AHH1kpe4IHdEFXQVDETogjL4ikh4hFdyJUiIBELZitUhis4IjXSDBLJoHYcn
WYzVDcFgFXfUa73WNOdzRzAwA6qhVIyjaBd1itVRHUDwBGdplKYoN09wJWzJjNVxhE0AeE8gBdBY
lsEkBCyElmiBhDPgAyuAhEJQUrhIYuynWvEXOU/UGZI2TOkIAnRkMUAWDC2nFrs4ZH6lVw41ZH30
jvtzFfNkMUihAXgYbANp/2UcKAANkE7fA4jV42wVeYlI8YGIOJGHSIkV+YEVuZsmeYkYuQCR2AAY
iRTA2ZsteYgPoJEUiRTCWZwVeZEJEIkRMAG9yZLUSZwRKZtJYQG75nTPl4uf+HetaFI4OJX2AgxY
yRRNo53saYkQ2Z5I4U4WMFdJ0VejET86lFGuSDkp+IptKYqcsQJEsAIESgT7yZagGJTFkCW2mIIe
RVoiRS+YppjGt5hjuExGZQSfCTZo1zWjoUxCBlVmwT7tw4+6s0/tw0+00jQqEAMwwIAxYDO1F4jZ
cwEc2GW5B17x2U47epvLaQEHoIg0mZ2xKZEzqYhzpW20OaQSWQCIeIi3mf+IunmJvPmBH2kBUCqd
NKmbjOiewPmlFmmSjHiIkAiTIGkBL+mIsjmMntSC/ZmLpaSdMCCbEBmbT3OJRzGR7/melAiRkYgU
XTqbWLqc04md8JkUBIqocfWBYEk7NBgNDvqm+zlpk4MMIPdEmDol7LiOZehQ+Ig7DtR5G2pI8QgN
91hmSfWZdcYhFQJ155AxVOcCMXAD29VW4RVOrgleEpBlDaBt3DmfM2mktIkUF7AAxUqsWFqswzqa
gmqsPAqs2UmJx3oU2sZmsLKkyoqlH1is3AqlU6qdS/qkT3qlGZmb7AlX5zOMWMeOxlWJMBlXc3oB
K5CSZ/qSBRAC/6QM6hn/psnZrxUZnYcYnWH6nMvZkgZbpsk5nMLZkh9oneazAuZzAdf5ktcJscz5
rol4qE7TFMzErrRzqcdHoekIj5vXWMEya1b3jusGT5/ndRICIq1Ga7SCTLayK+kzGhISZipQewxw
ToHIe9ylkDlaThfgq+6JFHZKkcKqpxMZVyGQILBipBrwtNFqp7QJVwkikRZzFNxKiRpgiBLpoxAZ
AXBlpErBZr+6qGWLrHBVm016nQlisQ3AkiZJpt7atH+apb1JoAQqkS/5rdTZFR8yQHHlo4BKm9TZ
sIorpsMaiSpJt9cJnxCbqBD7p5Hot0hhk9U5nQxriY6YsCtZqE2TDA8K/znCB4b6lzuRVCE3YIZ+
ZJn8JTrUgA4hml8NpIadR7unp4YRtEelh2vfZgFWxl3EW1Ye+LPfxV0FoABYixTXKqjZyadG+qOL
Gp8S0rZDSnW/6qwSGaTaliB5aq2+WqwasLRk26dr67XWOp8JUr5lS5PlS5NaC61/ahQdAlcTAJwi
SbdzW5yOCJ1zO7ePKK+JWokREAwG6ntqE2BAuQRISAS+hwRfQARPcAVWYpRfIMFPQMFf8ARf8AVN
4YjSOQNXgMEf7MEZ/ACTu50FXKYSu51/C7CgC5EgIJ+RWJFlqiDpomGY1zioy2qry44SI4/TYFei
w15a1xUqSoRyVm7r9f9AxuV5X2dfKcpyK6c1tZeB0PZsuKrFCskAajVOzjvGZNqbQ7qkQiqRtamt
vworE4lt2NakbDylRZun2su1E1kARuoAQqqkC/C1g/p13Gm02am1ECmRWju9H+JOkOK4hcu/Zrqc
IryllMi3K6ADFvsAH/wFZcAGYsA4KItucfDBYlAGYpDBdPDBafAFafAEZVAGblAGaRAHYuDKsczJ
M9CIWPoANlAGHlwGm3zC20nAlhyRiWsBHxBXdvqnkDiJd+TGMqkge2d5IPtoqmtUvpWORgAD95Uh
YREWUkGZXriPPqaycaa7zRBfd5WPgCSZXbM/+LNPZES8uopG0bZGzxP/AfosAUcBK7CSnNSLxk27
qJQ8mgkytrd5ASEwpAPd0FKjbZQMV1EarWoMvS6wAioQAlNbtu6bnb4KV9oWttwpem4spsr5kdE5
tyB5w2VKuZYsr0iBwqecBp/RFV3pAkhwymIwyqnMyV9AB51cBkQAy6/8wWUwA8Cc1Cugkpw7A8HM
yqqMBJU4uX1rAi9MudCLtwzNXtAbxOzCw+o4svs3TMHgFMYUc/gyDTELDmW2crsoj7pb1oL7VObg
bbo7IXKlFBcDc+7VbN11VqqpM9zVs38dAcx7wzvavhcrpHy6p9FK0B8IIdlGtwNtpIhM0YxtAel1
0Gn82JY4vdH6gYLs/9mfXcgefRQfOFdXASJQi6VjeshxZaRzG5t8K7EfsAIXYAKzOQEoDMt0wDjX
4BWTBsxfUMo9Tdx0IAY0TdyvDMy/7NNLsNQJe0cdjMI+/duKugKMSJ0V/ZIF3LQZK8CyosNUojaK
mc0/PLKre1TBMHeazUBgsWfwTI+19j52FV9csSE+Rl+2e0/sFUnwBHV/pQIAtQIUWLwOST0XgEbf
cwES0Kdj3LzSOZEXkJvpG9tNS51vZUffetmHeonZ1tmW2M/PGldK2jRzBSkQ+b1O++E5eb9GwaNc
aq4Rybeiy7eYrNsPm6cW4MGnXAe/vW7NkBaq/NPJ/QSpnAZ0AOSuXP/KX+DAEPwFbJDUXNAU1MmS
RPDkHbzlYuAGNqDbhWq5jyi6Kty31euncUWiHsuOjsnmlsdqJNc+MxRzAcNy4Bw2cSezXfGhKgdB
o4c7nhqPKUo1KErVLGzgznZWNioBCh0Cjj61F/A8ARC21EmtEAsrUNrQI06nP9raTMusEnkUeMzj
EEkhwdqel87pT+Hhduy8OVs+9XmJoElPvoqRXYrbBKoDSLACEYDjxdzrE5DblCvBrOwGdbAaQz5p
pcwGSn7kdMDsS/7bo2zKT+DAVlLUZbAETfGjTt2Wm+zK2D25f3vMlPiniQrahUveIpupYp0uw0TW
+6dUtiMVVD24o6H/VLOrIl1pmbObTBryoRCCW2N37+PGzYJ+TBZD4CwcV5M7vBHg4X66AmekM1Y6
ka0NyNsqv9FKrZZ44RF5FW8lpRjO4+z5nhuup3DV6r/qq3kqkW4Y4syKtu508VKzo9smhy5wASn5
kiqMzJaMyWVOzCvg3fIKkbhuAVluynRA0zwpNr1s1HTQ00qu5GJAB0+wyk6Oy768yTOgnNT5ABds
oFz+BYmquX9rzGjK8Ja47QzvmOqoSEs0fjh2oRWqmEplP4ae3c57IT1ZZ4NFUE+sW7FCuSpcbjHb
Ieo5FiBok136gc0WXhDepZdLPcJpqCtvsbHJp88KsaFe2hDp6SLP//I8mqckT4lXceLIqvIlfrRX
gazPCr6DnOo2H1egCUi6TNtma+aWvPvyism4/YiTi8FpwAZ0UG/1hgSmrPQ9HfXM/9tAndQfXAwd
DMx1m5FIoQO+TwREcAUTPAO8bsnAnvb6LP71KXVjjLrq6P0EymrsCu923xkr4P1fEQKGrsJGr90T
SaAEHj8qq7tlFyKAsGJho7FiKBhhoRixYqNSojJjaLHiYjOoIrio2DBhMRFhp3DAcGHxYHGR0GAR
MXERciF7sQCqqKFikavR2ptoCpyqOBxssaBI6NK7PBxCSazJOZybW0BswWvhzLurKzxdsmKqje0N
oqIxo3J+Hh4+7P9ybuOSu8DayUh5uIJ6ASrIgdKFfYYeJHoQYgaSL2LiiEFiIyIMGxNtfLlI5wud
J0gy0knDJs2TMhe/PDG54smSkp9OnTpkYoUOHUSePLkiaIUnVLbytXRF0NCMGRGJErVxVNIkozZA
IC0xAypUpFSTChWqbxIlW4smTOrUS+sKDRJLEEIKo0S8S4ZsQBWnyN8pVt4muUolb1AqUJ5cJUpk
x0CEBuNQJUqQ6NomYei8tTo2jJm/ceOGJWKl7FJiYeOcOatceZMjZ4k7YxPkmZxiCzAeLdtmgZ6u
QoWoZXOmSwUhdRbAJnpl4tknV+NeuZzEYUWISYJiLmRYxgaSidT/I5K8bvIkyTQMtV8k+WSGzYtP
wiqyu48Ikhkufbn0amozo5yHmDolukIp/fxUkTLFHxERLhARFCWSKPKBV4kZZssDpqxwkD6nRALC
DWoRRZZTjjCnQi7DLTYBXS31tkAiK6j1jiKoiGgBARbY0cBmLi7wQImbRNieIh5WM5w9zJTGTJDY
5EJLb+d9U5ktgoyTyDnlGJMIL7ykJlxOD+p4jilTepPLJY7o0k5Ow8wTmyXE/NMKIp7E1+AiJlxg
wnIrvCkQJUSQ9wVEN8xDkXQlnWTSSmVgZ5MYJ520nkKH6rRPP14dYootPvJlWUGtKMlPKkL1NxRz
/EC4wn1PPUUU/xE2EKHDPvC9ktNyqMAFio007veAmAxGcFZEZJmlAgwgXCncgq2somIv1rQ31iXO
oHKsK6xMAKN7rPiFGKWJHEtXCM54aM1mvcTX1Y/LaIBbYhEEF1wwqCwSzSK4kAOkIrgtl6aJS8q7
wjqUTUmbbJnoUoljirgACQgwwGCIiS+59Fu7OMIK4aqaroDEoRL1aYlF4520g01lHPrFSniqhAQR
kiikiIIq5mScLc8mtsI9nxR2qQUfWFofVVqtq89AnBaFlAuGpPqMvZQw4lXKELpk2MIEVUZXI2QN
0ohZVT7jTwSIGXPP1u2teN5uw+DTVy/RxupKARNYw4o9x7CCiv+L8l4zrWWRfWikt5B1k6bd3jaN
LzNjGfPa3Ihokuly/6C2mHC4iWmKM+3OUJuYw6z7lyd0+YWsIE2vcLPNE8h55xcK9TmRCwpJUlN2
5H1sOhJX2HQSgfpZWbQtukfIFedl85VYghL604hRnrvn0lBAK2+DITEd71dwmYJ67rV9HVPrXnD9
xns+jpgFiVpqMiKXNM622AvYERwjtz4M2piIiwlEW+LavYCFj0tvM4ObNItxvz5UYG4Z2VJNsegS
ot7xRTl3o8YyIqctYXAOQibgXFwEFjlKUGkczClavgSRi/FxpWwM603ZQLUXmJnrUQqRCcWoMxGC
EGEJNRlJyKz/EDLWLYE9wwgII+7Ck7HN7Bkv44qDOJePTgxkQYfjDw8taJBezAAEFmDPFPMjiJup
yW7iYNQ3DEMjmMXFKxW81F+G0RbdRAQp/bMbpazhsjUNBxSXMU8dEbM1VtiBABFa39omUKJA1ghu
OSrGb5aRGASuzwJq2wzPVBO/XmgOSu1JhGd4lotyfYM5TMpRzRLjIZqh8YtoVNh59qE1c5VQRDU6
hYmytzBHUQIVNyNQUGAwA6GF5WRIWMISfqASkwlFErXIB8vg4ot/XOBVTVtXiFKmDcyhSSf5kCUI
EKEIGi1DEFQEgTe7eTRPWMuM4kzfJhrpCc9ZkHjCEeCRDjQJ/wYhUpCPuUukBlOiBKDPOOhTm8zQ
Z4f1CfSZhMzfZeBnnES6R5VgdCcr2reZbNwPMdpMm5EopQlLlmMzS+NgJc3YC21qMpFKKpYqT3El
RARHEVvzxHtcwjYLIIY+Z1zauQbyjPyU8U372IsvhPKc8PR0BzNgZb0Ylamt6GSWmoBfCVfKExPJ
ok6eTBnnXCTGu33CLsk8hY8u8zu/lJRnteoJKIJzRo7+b5K660QDtGnOQ9axF1u7C0gfukdnoU2b
jWSfTKn1DSORsytnXBE961aAYGQubya0BhzP6Iy6GfAXOc1HYR+DPr9g0zJcQaQrG+c+4Qg2SNbr
xKQiJAjjfP/uOKi0mV0015d01tCW9CEQZHwYGWOWsG8qEmtiyobV9AFlMj2B5lyNGjFWECt3n/TR
e+iyzMUszYTyAeQZfXrVTYBtRWVbHyvU5s/chqha4b3LQxkJCn3C6G3aRIWP7PHMa0kDcIkI5EFs
pLn63cNHLHqSi9RWC2wB70MfdMmVFnnSvoGLL+c1TyvWZY0ace6RBj3TQKSJt1QyEqSczdxvFaZF
jGZFsJsLyiGeIYkRRuhVwqJUguSTsn92z0pvYpNF29NI9GHVEzFN5wC9BrhnQVeAhgjII5nFtFrA
KQKLzPGrXhGrev5VnHWEoo3eShd8cA4sbFtAYJ7ZSiy78pn/4P0jgLkH5kvBsW5clmmbHzjfvL3x
Rs8IgRjHMa3ilmZ8gn2AZCO5tUE+Zl0ONaM4QBGaSQ7DpYZZbo5wlLU0wSlhR5sYwxJIvEPrQ4tX
GeNcExGcZyIvAlF1SZ7Bkr3fRrqqzRxWQS83ImaALbheDbP2cprN3/gmRPvbTAJ1ndsx+2VakwIw
XVx07OF4rVgUjSK03lpH+S0yn6qssqQUaqRks22SJaLvIgJp6q8CT3f0qqkwmgVrC8YVMu68H95c
hOQz2k9uxgnOizfMNPT68TJe6wS6K0OcLL6C0AIRhIgCzqpofCo/R5pwwYU1y8jA7RiusFFYoHcc
c9Gpj8uQ/1sdsWwNQ/Clyy/Lo2ATqpOs/TqZTh7OxjfRpmAtWptirjB4SeThD8nM4l9GH7EISa1I
umjoca5vxTX8smw/2uKEhRJsvSvETJCGMyYkoGAZuohqtW3iAwQb+uRZ4i4aAqc1e2Te5BlE7s3R
glI9sYkqOG5TGMZWzGAPI7LH4qUWK0dgjK8+6cKTBN2jbCpvsSqRvWEBFjOdcCHkThib2Z6g1X/Q
1ietBe2TGpXa41AW1rSqZVHfSpLrxvI5tdZ7R4HS6MomVzp7//jxvxoJ3gEm0Wjl+3W3wd5+YNPE
uqBW0d0yOaG22PZmlKvhEsI4gazIFHHGWckoS3ATWIUrZ/+XbAF0EW8ydL4L9IyT4wiwxziUAekA
S+h1zatZXFXnGZv1/SFk2++gmTue2+RbrdlLspp8fby2B+xtaidYx0JoFXV/UQZW3UJJc2Qk1hBc
dlAAiidhI+cSiIdecBReMnM+dWUMEKZ08WVxEVJzRuIjrUQ+pgA3CmV04QJjSJZeAqV0MrNXBkVm
Q6Rnx6B3dvUT/vcJQvYh7tQ7KPRiJyYXgPMB3+ZOCoNmd1FS5iRJtido/mB8rpR/l2ULqxBbZ+ZV
9aV52lRct9KDg8YJJIQ5NGcjxMI5+bQMfuZSgKdvsOVuFcVrcSN7DYCFhNRj5+MKqJdtgeRvG1Zm
VbZhclP/fUbSerTnF2d4cPN3halEUCaEg6GxhpKkgN/SYSTmUmjmWJemCJz3aY/mUsbVDx/VCli3
OYtwEHr3KnNyHryggnu3SAikCUzCdPmmIsE3YO1jdozlUCHINRRHXfBlV/sVGbbwX/bDMKtnPQRY
C2/FEwpILIhXajBnUUiWZX+UN/pEYvqHc7xXeplzDHukf+RlP2pjah3YgdgTh0i0jZUHg1cnfVuD
eH+hjs1XLtclLDhCHH5DifF1P/sjYavwVYYUWJ3EgoumUJSCjftXLF6UVtiULx5yclgHbLB2aanY
FXXDE8Smj49HarZ4P7tHNg6YeObDR8Qict91KZ+3SBN4/47rkmXo5YzyQVF5VnV11EqlNkCRFEnq
Jzd2mDaThIVagz56ZFoHdY04R3NKJ2G112ZExzM4+TWqVDdbc3MfUgtGgkzT144bdoqSeF2L5g9v
ZT9u+CxadQs7ckG54zsKJVnn9VaMhVPchUaCYAk8gj7FYj+thzdxZ1bFcVIuEl/zF30N4DkR0zgw
uGW8lj93EwwUGEBGQnCLtUKmBTbWhX6foIARQlEkSJaA5ogxZSNsk0dX5j8xVZR7NHHY+F8yuVdF
eQyD+Y4xWYlgKXHFWFrniGwalRpQk5i9Uzge8hnaMJzuloSRQRuOQQ2QsJz3YjcZqZf5tmYfUlzT
kEswAP8wvKBoXal+DqdKxeB7ZUeKO3YXqIVSljFrVTUMwOgtd1ODsFc/X9UVcmdG+0OSBaVN+AVx
g5dK5/N+A3VR99WA6UVYoBeNLwJtfRhJKolOjSlfJgh78ghngUVn7tFIx4KNZ0kOcNFJ+ohZtPYN
3KAXo4RM1jhE76Ij05AbugAJlFAIFzR5xUdCGrlhl5V9R0IWBAMDZNEhieeFz3JzOVcsOOVSlhNp
x5dZo3UsTpgpu9ieKSowWiUmSLd6dEhI65JRjPZ12xhVNAdW1qN6yAcZmvlHbsVfxaQ/8dYeKkki
95BX8EmHFTeS9RRG/kNqpnl1SPI/dkVZMKWZXrkJ8zL/Gx2iAQB3RjImMIQ6FiGgAvRSHN0YqC7a
GB0SAu9CCD06Fv8iXsugaL8hF0XUHkc4DrlgCQfjCLKRTXSBbpKZW2WkfM2nS69SLDqpjmD4e+fn
QMMgUbqhAi5AMHeJCx2SCZPQIEupgO1TZ92HPOUjiFrVfze5UO6Gb2nlNmxmX2A1ifMjM615n1BS
P+bYNlUXl3/oVBdUqZugXDinDRqQj3P0T6ohDkBQBDkQBDdAqavxjiuqq72SAzfgA5NAGviTIwy0
LRrACzeACxqwo9igLQo7JQzEkIDXjOharrpVqTBwA/0KBECAsf1KJYWqGgDnDZ8xXVpFFOKlSk62
OW2C/1oB4Vpe0iFIwavscZf08KtnkQk4dRj0OIHoZC4d5ElLlVEpIxfbMjck0lnt2UZj+KRo+ZxP
Cy7RYj7pxZIEul+g8ACoeYqCmEFMMkn/FAuLIWhxyRXLcYTocANBwARFUARMkEnf0Kju0SsG2yEu
cDAxcANWsjSZiEa90is3AAO+egMucAM3gA0wsLFqywRdwARB4AJAwARMAASZUFyi5obuNJnKgbFG
sLGdCwSFu6NAwLl4+7mf2xqF26uxgbEcewOmO7iAawgHQw/IpAluuDXsZiMEx0+YlC+XkAvhwKu4
YAMh4Ah1O7vheV60lzf1A0qXYyMS6R5DGzDrkLq4Ef8jAoOd5DKojDouDoQO+eIN7wIbRrsl2QAj
1qVPMRVc6usLkIG+NwYu0mANkSVmN8dHC2C31yUiMmhKA+ECCnsDkRsE3DAvoSQvvUIPvXowGCs0
YjQYJckIdusDXQAGYNAFQRAE/RoDqRADeJsDHZyxRhADRsAEeIud+SZ6B7dWOXEDSSC6JNy2jFsE
vSq5kBvDRdAEHAsETRC3NxADixu5jNsFTZAEjLscSdAETGAEoCsmWnGlF6W1rcBT+rAOlxAPmaAB
IEAPw6sBBMOrkLAzVtWHXgWfhKQVdqVJi7YsmtCjttEuGRSlaKkwt1EOb1sO46uc6/oifCRnRJlK
+kT/hxe4Nln7wDJzAZTFZJFxwsUYJC5gBFjHYGWjSSpgBG07rzEAA4xqt8pRCbkAAzHgAvUaAzLc
BG3buEbgIQzkTF8ZAjeQxEDMBKW8xBpAwkAQA5ArwJAbBEZwMJsVbHE6lHwROTAQBElgBCK8uELM
BD7cBUAQBMocuUucvzpSzI2bBItbBMeMw60bBFNQBFOgtjdAL1spp4oQpI/HEzglCMUbCT06D+yB
DufaDSGUiPrHe/KJTpIBWtDUN81rQE6rogAt0AONltB7vmXWLSangKdI0FpVwJM6G+/yv2NhsJA0
Wr7hP70CBElQr8OpLXARAkLDwJ/cBDJ8zW07uFuE/2X6FRkhLa89kATzygQ0kASAmwPZXMlGQANr
O9NKbK+VpBzKgK55uhkw4ANJoAVB8MJCnMRakATXvLGxbAQx7cKLjBkxzbhUMAWLK7pMQAVNANax
vLZTwLn/0hfctZhpxS7ZNxBjQTnoQAjbsA6KAAK4IVFjs3LQds8aViLsSNCekAsJVwjhQBtjMRb0
kJz5IqL+Eht17Na1sa6Dk8pQSqpTEgN7ZHGf913eKDd2fQu6GgItGs+zoQzo4MUdwpzB+7/z4Kvr
R7XSgKZcQrfPGQ2WoAwhDQM5IMK2HAP9qkt30S0UODcqoLgxXckxoNTzYMsi3MGSq8TG/LnWW6RZ
av8MZsU0F1DMXdC2S90FjKsFTGDMOXzN3tzdi5sEKnBG2TzEYi3AMXDNPN22QdAEGExpwkGY6kdO
y0RN9AG4pVq4NhADzUNFjqGwgTt2yag1pBdhw6KDxiE5xCnHiEPXaOm7OkoWmhC4X2wJ5DIPutHF
//u/ZIELalHadGviaHvLTGAHfoYYQZpHyMg5EfS9wRobI44OTpILb52wl8qjPQ7iTrKS+4NVH9kL
zuCralHRkLQAF9Cj06ABgwsJFLGwIVkAV2YLkZOxHRwDPWAEPXDTy2wDPC3D8N24IS1lrKCpgnjl
9IG4RdwFRlDSFUzBFpzEzUzBYi3fT33LhevMtvz/zKe8zG2+uEk8BYwL1nnLDBMHiwrUC3RSCTaQ
sRORsYUbA3fNDRQxuN9WnfuFZMGlUTgKJi5Qqbk6AamcCbrh1u08JL7qq287u8KawLDuqwrb6rX+
vz5stwdTuKBLuFoeGBQHSHTYhdw4qrpQqZ5BG9RAqLaB2v/bq87u7L2aqaTBYxXoEvrkXIoAAx2w
wC4wDlISNtjQxQ67o7MO4ncDWEuqCxgb4BOByY/b7sjNBHJewRYMBsss1IHcPKmLI6C6HKdOuJDb
BW2ABm0ABnIABkkwBQlPwXNOBvbe8HIOyyW9uFNA8YwbuWt7zVSA6KiAG+pHbBMoF6hlCHa76ydf
/xFaZQkIq0tgVqUBVjYEdyTacCL5cg5XrA7N0wr/MgmXYLAhzg0wrMSIa7dNMLi4HLk/nPFLz9Ma
z9MkrLY/fMvI/cFA0AO7vOLeJV/1O0DQFdH9k7Bhb7DZIAgJC/RA/wgGy5whWb/Zpmes0bp4i8l3
i7GfbMXsXvdSbtOy6yFuRV1DcstAQK80ncHZXAQ1DQORa8mimwNNX6/1IDN7AriSA1eXpblGwLgk
TMFtYAZy0PBdYAZqYAYGrwZyjvCjb8GjD/qlbwb1LuefX97PDQSwMtTnWGGfMx+E27q27Lm2fMLW
4AJ7zrFxq3S9YW3dAl9XIjm8YNjzLBaSo8m+Kv+7n+yrHWzL4twIrEEJnwzClgDKtx64Nk3p14+3
lO7DKM/9l20AMM/+2Eht+0rrZu+wpN3tLdrFcq8Cc58D1a/rmNw/bQMIDwsTEQmFFgQWiipBTEWO
TJGRj49MNyoxkEaUkJwxQBohiguFDRYaLjFGSZCTnT0wMDkxNDE5GhowGjY3tjcaERbBFjBANy4r
F4qmhAkWDYSKKypaYG1daG1tZtpgcm1y3uLh39xq1nLn5dvb5OPvXVo3KxYTFiuiEfYPFgUTC/zq
6bPAz0QEExeQBGnSZQyYLma6PHw4RYOKEC66SOwyJYgRJC70+QM4spmiYdEsKFOkwYKKlqhCWRD/
JcqCi3v3igHZCcTIKiNAevj0eeOeC1EqcnjcmSSTKlVAmARJwqlqK0mRYjRKYsROg2ENTD0TG/bk
hVgxihih9cmRWiBF4k6Kq/biDbdz5botoopJjJoRyDZYIExshBAw7kqK65NxkiBBcly6ASSGqrWX
Ld/oFUvFSbGKLoR4qcJFLl28XNiwESvW6tabY22WfEOy7M0uPIdeWdaeMNGUWcn1GQnMw43II2lU
rrxLc43QJR7XaJyMliAwTg7TXu+rhQXeuSsStgJGl2/g0Fkzfo4bGPddmlykV3h8WWHbIwzLGJ1J
f/8cAZEbMS7A4EIS0hmnoHHdKNgFDCpMlqCDFBNqBAUU1DUniRGQVRbDZjtZBkQgACH5BAAKAAAA
LAAAYQAsAEEAAAf/gHZBXVtdhoeIh2OGhWSLi4SKhmRdlJWHdkZgbV2cZl1yXWCUlGCJiYWmlmhd
Y5SslGOCcptmbZxttmBqpqxgi6ZwhryWXZ9dvKddgrdmarnQu2ChYNKeosaibWRtpqGf36CtQbTd
uGBwYGi7zuqmnJui1KLJpvbJbVMqKpttaN3puvG6xilUqE7YeK1DKC0bmBrk0PXb9M8WN3sLVakz
dOxSF1+Geslwcavfv38Iu5FR064TmV0h1YhK59BXMgwf5BScSIvWv2osxW0bpeZlMZmHPsHCGaWI
toq4UnJreQxeTHdGkYr68IBCkGfx/AF0l6xdOmHOsrFCFvLlqC4f/yhgiGJmmrdu68yx41UPYSiZ
WDdWkokBAwUS+O6N8vbOXbqX2EZxoidqTBtgFOKS0NIJXCeU8II2hHdWYyXJMQ0bDkKFYb3SvEob
68sXIcdJYChw+MABAxB/FDdd7OQOWzuWgFkpDarGMtzMCDgE2Tvts1iXUT+ZMhJERvcg4MG/ZaWg
94cPUYJo2SSRFl+J24IAqcG5Sw0KcuWewCCDRP9kHyCAQFcYIFCDM7ZYd1EQMJBBhh12vPHGHHDU
IMOFNRzhxIYXyvCRGtHhRAEC6UUl1iYwyALhinBQ+IYWMmS4oRNH9DfITfgVhsANkmkXhBEkPLii
HXPU0SKRZGgxo/+FmkWhlhoYPIBAXAh4yEsU/snAH5FE1uHiHG+MoUUUTsjwgWEKeOfkJzf19gBX
JETRn5YyUBDjinPkaaQWPpiZnwIUqCDDeggp1UZcDWDAgQII5MfChRrWAAcacMChZA1nGiYXAvx5
l8xHIRkyZaONZiZDpBuG4cSlZ45YIAWA+hdEkKBatRYYrzb6QYwa0uiEF32KaBinh9loBFKfWnKU
rnL1SmafraIpl43pIWMPZGzZ45IpZj7qQ5l+qpaffySAB2opoLLlyyqTwHUeTuIaZmG54DU32DDF
sLLWMKYgAmV+pEpHAhCDtCITJIcUgzAipLS7iJRT7mrqIcK0Ysj/GPZerIgahWDMMCJjPIDTqRdi
QAIyliyScSQVF3IKJAi7PC3JMnAgQ8f2wnyIyxh3rHEkFh8yhZ0y6FCDDlqqMAbGrli8iDBbPGIx
z4zI5HIhhXyA9NFGc1ADwRiLsdIYhYgRdhdiaCxmJFgD7fKFffpwhA5xeQ1H1GqIsUVzUmMt5to+
FzJFJINvYaEPSMd4YWZk3D2G41rcvcUZOj/CGWdtC93FhTocoYSFF24mBhxLF/U4JY5v4UaSi6RN
NtBaMNFEEtz1aWENQyh+Q9pbbDFFE0EkEUQTskeySNSE+DxF7Ekw8WMRRkDKOeKYyi58EDFgr30M
2TMxRe9sd7E8//FJQB8EDdzVgHifcyP9gQrZc4899/LHD57wSQhPfPD8G8Fd8EWTQdyMZqYmdCF2
UZjdj8BjBPwFj3hN0MIUlre8LUjwgL3bQow6ZzQl9IkETShCE/YXwuZJUAvgsyDW/PaI0aENbTLw
oACHkKELnbALBtRCBCMIMoPtrQvCeJqDKnE6AX5uCD5A4oW6UAQgxIAEMZCAFEkgARcEYXA5+wgT
SOACEtyALcK4WxLKhDu5HcFCGJBABCTAACm2kY1SnGISDjErBbhRAjEgYhNsYAELDMEJGfqcE3KH
gTeycY12hOMb10jFOL6xjUAwggv6OAMN0NBzGtIQb1ZgAQkk8v+NdmxjAdoISjhKQAUw4GMIQFAC
FZRgBZ3zwdF84EEWhPKQAohAGw/AAF1K0Y63rKIG+mgBG2hgBTYAgQtKIEAdOKFzgKyTJ9VIykM+
sgGG1IALVNBHFyjzlcl05QoESCO50egDn5RAAw5pTWxOUZsWKEExV9DKb7qAj8Y8FTSP8C0WFFKX
o5wmA6pJAg2oYJh9XMExSzBJfMaTnhb4QCY3pCEZhFKX62RAAdRpRxvYYAUgmIFHPToDF4hUpCoo
qQ1SGoJTAdJXTiiMBAxgAVL68o0zQIINcrrTno6UpCMVqQ1itKFvfesDDVhBBBTAywjkspcHiEBC
p0pJC8wgpSn//WhPZ5BEH3yLolqa5jRv2csILMCsZrUAWicgVQJYYAIN6GMC1OrVGc3IMAw4gAIY
kFFsujMCUrXABdTaxwJYwK1mbcACHhBXt9ZACb3qlT/baMemCgCOAZCAYYnJWamilbAWOKsFalAD
X5HpCHHRpWr5KoHMArOPIbBAbGUb2sBu9gBqXcBoZWDXDZ2Jqb287FglcNkGINQC3BymVBcwWMIG
9gJJcGlkC3NTbOq1tQK9wHE7W1jOFmCwU+DtkszUgKg+dbXq1KgChslN5PYxsM8FrQXswB8WxAW7
Y9WrfvfKy2n2sb3cPOsELBBX3TrXDhQwAGuBqU7sXrSNgF1jKWwB3McH6HazztWtHQLA11wKYJ3p
1WiHl6qBuG52whZAaFxzG9j3WiAQACH5BAAKAAAALAAASwBZAF4AAAf/gHYwTE1ThltbWoiKW4aK
WoZTTZOTXU2WiGRiY5udZJxkmpxbnWNbmpqlW6akrYhiiFONXZKTSUVJTHYxTYS0iWNjWqyMiIiX
U0xahJOyiauiYppw0rCbr5p1YmhuZGhi1Kil1saxjb1NuExBdjeWka/B18CwipH38K2g1ZrfnP/W
qGkbuC1Nt238OpVrNEVLLy24irST1VCWsFFw7CGiJetRoorPXn3rh1DcKH4D0dSBY3AkQpfRnsli
RkiXu40hV20Sdm7Ku3KyuhjbKaYbGjpk3Kxxc5QfQDgq3dRJA6fOUW6p0IQzaYqRpJp2fHDqAqsc
o3qSLFUyVuzfFmpo/8bQAbe0blUx2kiSoQNnTdU3dI769etvKVZRpoTOamIHyb+x4HR2YSWpyENn
jMa4OalZ5VE4dN7UoaNUKjhx37gtrbNyINPARrcx/XRtmL3GaMhQc0tq8kafU5K8E2pq8zXF066y
xkuG9dE3VKmKqYtVOevBTFlCTToGzpbNwRDZMQK329hDmzxyvHQJ0dhEH2CQWOWmamDWrO+DFt2c
m/+l3jD1mkprrKRSOPMMQ1YXjVkFR1JbdOGLTwDxRMs7lUwRxAokbCADCTIYo1t+oKk02lV01KGU
VXxNx1R0uvmnFEu6ycOKMeOFMwYt7FmmhVA1diUMLUxoyASIH2CQ5P8HQSTRi09Q4Scaa1VVtVKK
q8UY5Yx+JYVVGrqJ84odQGjVFRNRpMOEhMIpgwh4PvUSBSEkJEkBBhwoycQ6P+EFGn51FFggoFQG
atpKhr3kIIDdfLJFOx9J2EsXuQRhyZrsKdbFj4RQwQQMeGJwJwUf9JgMFZd4Awcc9a1aX2uAVlVg
lFV+A1WKTKmkGzhiQHphQ5Z0YekURSxD7DKX1MSehqNigKcLHxArJzo+TRZMeO51NyV+VuZnmIm6
roQXGuSSuWCEERoi4TKXJrPMj8AB5wMJpDYrAxDBormnFk5eqMiF6IJjonOhtfYZobmtmmIdZJIh
1GT/bvrrxMChu2n/hPSKKmoECAQBgwrKrNlmvskGW+0q3cEqa5XOUYnVNlWR+aB3kxH3cIQ7/puI
UD9anCQHDeRJKgnVAhdsEZR2EeymmCpNXHcmWunZaLeq+lZ343XhcHfdOdyz1j2rEaEYD++Isw8f
ICDqB3cyma6E6y6dachKF1I2VFaKxrJnWu30lsxco6G1o2VfW3Mw1ta8RRAkCK3knSE+DFyRJgeL
zJoXrrnKzH9xW8cb2z34Tzs77si54pOpMYbqV58RjBpkXyTD2horGQQQQVhcNNxr9p75zYdDjTe5
sz2YVCh2WFr6ZA7DofgYNTIPB9dmPzy7qA1QQOoDFNzwtdI+rWm0/9EPK728w5+oEcrMuzqoFRqk
m6/14OUfnjr6NR9OLwIcKJAn2xjIXfneZjTMOc1pDusCGLogODKoz4FhGh7e/JK8+h3wgvmL0Ccy
6LQbsA2AdxIVCYBnwQMuEAwn7EIbzKAGM4ChhQzsAlTeN7zWxMwIYGiDCrtghi7IQYH4WyAGnRah
BZIhCKP6YL1IAIQIDfGEalhgG3QohxyiAYUvBAMZqMjD92nlDaDTG8OCUMUVTlGFZmhDFmMIhh0t
0HldiGICu2CEjIVQYxTwQRR6KLgeohANakyjC9OowhwWkoUoJAMYftgGB5oBb2EEXfKmyEIzpjGL
P0RhFHXoRx4qsP+RapRBktZGAQ58IE9GUGAhVbhFQ6pxhzmUoguj6ENYag0M5FIDDSVJxljqUI1w
wOULEXlFWOpwkap8oQwogIBTKuCD/AuCIhVIywVWEQzBNCMPV6jCIARBBt8sgjeDEAUh4tKHaJAD
VMajxikCEpux3KQnufhDW0YRDUF4AJ785z8lMSkKQWikFrmYxWMKi3FOo1ezToCBD31IiwqEAx/h
18tsqjEKRjBjKxVYTCOe05NKAwIG9EmqtCGAexhAAAnWiMUWLtAIMECeHcA4BzjUQAY4rcERnMBT
nMpAgWNYoBzVwM52fjMKNQDoL7XYQloKVA1Ke2FEg3CD7THzf8z/DIIWBlrLNlwRBmOwg1jHCoea
vkELMtApT51whA9Zqoc69OQVkycHKpIgCikNoAxwqcZhdlWRZIgCEMCAL6XJQJ94DCECYGBOBXqT
BGEdqx3msJI5TJYMWljrTdlGAks5rZiqpKgayygDvCKAAt/85RYRSUdvAtSb1ATD9fg30mYy86cK
BAKIZieDyU62DmadwxuEEQUniFJUCgCnpfqoymkGk64vNGpeKaAFElyRlkYopxb490wmGSEIgpNB
M08aqgd84AEqiIJDG0qBtI51DvBdiRZ8IMpRKYACKgDnNJWmvuYukKLDXCQYglCD0973qGDAKEA/
9AEZuMAHOjBA/8dy27+2UaAB+zytqFiA053WAG8ZcUINRqm9vOLUs0ZUWieDORkwsHONavzmfRGA
gOR68wM4loEKRixKJt1Oh0EYLwfGy0ztNdjDPA2DEzI7YlGpzcAUABHj/Ogwg8aQjwJNnjXR6MMg
k4rGacOxmHHMAQl3jMVHTNuQU1rkBquVrU7wAn0f52QRutWzF1xgD9UnRVWqkK6fhOXs7CuDCFDA
0A2gsaI7ZqkoqiEIEjb0aQG4UycUl752Qi7kOgtQTzovi/uNKn/5KEcXA6GdW7xiG4BQr5SaVNEA
oDFJSQDVIHxXBXfKkyg57APj1hePdq6BrWMoQ1E3MI7JRJ8Qgf/4wuQhUo1NDYLGaoyAAVTbyLXj
AAmySwIlNbTHYvZ2s6L8IYwGoYfG/i9UU/jf+Z3QgVBUpJZ/6cMcSrteCACAvgeQ6TytGXINPi4I
nXxVxnlTzwfc4hxFnUDBCU7U9fyo4Ewt0Ouy0Ag1uFON9Q2AAZAqsaQS5fVGVeMHgLnBIdeh4Jyn
yIcD1ZMJbKynPyvqHso7oFmUZxvolaR875vNRhaz2ihw3wubnLxHxikGRrhfqSJbcPWEJf7m52c/
6lJ9UG0Dmf4r0NUOWlTWVsDacDxttiUXnLhrpsY6jFMO/FSHDrtiqJV27IfDXY4XdFgnrwiHSW5R
lY7OGJi/LTT/7g5Z0VHg4aO7zYH2ykAHNdDB7KzLxgMeG90mvKUJ+1jNYAaTqINVPKjBUOB69Xva
i6axEfgMB/FG4AOSjzzktX3wHYV62YoMKtXpnmJaspCYXnVxEJoaQ0WqoceaTqkCUl9jUyKgC+WM
IgnMi1P6+uAIOmAbB2rgQD/vaGl5vuV+Dfp7OR5TDhUUIr2/eVUaW3vRH8QxpgeAO8FFob03hXBO
cRplqrucCblwCQiEQVg2TVvmVVBFVOD1Qg0EUUHgOAhgZgZgSvInA5iWNo8WUh9AX493BEpwUzjF
RKJGRBg0R/gTc07jPCzERnOFYsi2Q0YQKkUWKjkWAjiGAImG/zuNJixuR183VQNDkFYW+FFOI0QO
s2yfFkdCxELGh0Iq9kJN2A4/5DwT5zBI5CxqM2JCZ1Le9F3Dx0Yi5VNt9XgQdlNQRWwPx2KrQ2zz
0zzGZj6NtG4xZC5IiGwxKDQEtgIIAASvJVie5XAHFAUgUgMQRl/YJ3kimEIjCHd6BkMpJDi+d4Zt
9BY61HeW0n0m+E0aEwRjME7CMkffl3ddoAKSJ3nWB3miNIDNFUNpKIomqDQOMwVAYAMrcANTIG/u
YD5QFYrHhVqpE4rAKDap4zQs4GY6gH01oAT0NUJOszwJB4v204wD2AQ2YAEWUALVCAI2YATJ4zxw
9DCCNTtqI/8DoRghcOREF/R9K9BgymiBQ6BTOIU66chBB4Qz5rMFQKAC1mgDIUCL2GiN5mI6W9AE
jCMDy0d0vliOumiPHAQDDeYDHzgEPiCRqUiCFkOCE3NAU2AE1WgBM1ACKvCRNkCLI2kDgCM2qwME
Bkl0NIZapmMzy+NE37cFUNVgxgWE13cEN8WMF6KRwIOO4JMEHakBM+ACIDkDNuAC1WgDIGmSQDA9
q2MKaoA7RUZjN+AOmwA7C3I4X4Mu3TYEIuaBNeAEQThCu1MtTnMyitEEQLAC+7gCRjkDKvCPNqAC
SWkD2jgeWlEjUAkEBUZtFKBe7lA9q2AbZfMwNyAD7+iBO7X/Ux+wAiugArtTN7QAL7QAU26pAStQ
AkpZAnL5kStQkp6JjS4gM6HQDZuRCFSpNjdAAj7ACK4jP6XzI11JAsfoA5EHkT7AArejFsKSDJdw
C0mQBDBljRbAlKBZAqGJjXZ5lHX5nDMgM+DANd4oBlqgW4LVNTK0Ct+BWTsSOxf5kDrgBMcoYqJU
KeuQBDkgTkYQA0BwA/p4jcepnM/ZmSoQmiDgAkipASP5kSqQI5wwPUShGJLQJEGADoe5CpqyIw3B
BA/JVtfHVjjWnu0ZA0HgnjHwMdZIlJq5lCqgjRqQnyKplDbAn0mJjSNJJrayIIZACEngTRYaoxdq
oUWCE5Lj/xAA6CHY15i9xgIYsA5AIE5AAAQwEALWSJ/HyZQhyZwjaZd2eZz8uQJE+Zwr0A7g4xNe
eKEzOqMx0KVaaqEGOpwHmp5NgmONyVM79SHfZQRGAAQucKRPWqJymZ+cOQMcipT52aQiqaRMaZI+
IDeWwzRp8qJeaAQveqjoAAkV8QgggmSVpiT5aAFGagGbGZJQWpRNWZTa2I9zaZcwQKd3aZcjWZq5
ODeWYBm9cKDqAAmMwDPogi6IMwZIkFY81Wu99gEusAIRYAEgsJnzGacfipdz+ZzaGJpL2aR4aZSb
qZ9WipYSw6rB4hDSekClIzZQ5TymQwa6JZG9hqYywAHHef+ccxmaREmfIOCkz5mkMECXdlmuokqi
JWAulCKANVMEQBADJBADErCvJCABLhAEPqE6NYMGR+ICJOAOUOUD3bpWToAnSFqXynmUnaqNDxus
zYmsJxqsJGoHEtCvEsAAEtCl/RoBH7uvIFuy+9qxwqE0jKMAJhuyWkMCSlBplVaM/HmcLqCNx7mc
+lmfTSmqUUqscTmqTFmaLuuyEtAAJXuyH0uySAuyJ0uyHvuyJQsEMTiWO1VcR4BjmGqnz1mn/Mmf
IlqiyXqXIMmZTcqZnqmUpVkAJwu1EoC0cUu1LguybouydbuvKgAD1WiDMsCwPHVKwOqPOduuRXmi
OfucYmv/l0hJriVJoiaZtygLtwwQAQIQASB7AJV7skeLsi6gAcZZohcgA2fKVkpynPlJp3LJlOTq
tWlrrM05rPyplPO5rv/ZAAygtJs7ty6LuUvrux+LuymrAS4QnzmrrCHwt5olShYQkvw5l4cbsYS7
lFNKtnX6nP6IrEhpB8IruQLwsrpLspsrvB1LvPLpjx9qlNAiA8XIARfAt5t5rBxKpSZKp+oLAnxL
tvyptvoZtmRrBwGwry4bwHWLuXdbt3BLAhqgAqBrjVK6rOFajThWAhF8qTe7lBFMl0SplKt7riMZ
mqJKth+coi77vXBbwLn7sQWQtC77wSCAlCVZlEiJlCGp/5Qhyakhia5sO8IgHKqeKbtzOZ9yaqL7
q74APLcpHMASEMBQ67snOwNIYANQLMVUXJL9GcNYbANIMMNVDMNWDMOHS5JerJTGmpRI2bMmaQBN
u7Tdq7mWi7kRcAC7SqkObJwz4JE53LhUDMYwHMVRPJJRvAOAbMV+rMVa7MeF/MeGXJJ2oABufLm7
i7Sd28QRsACVXMkWcMkTsKsEYAET0ADWmACZ7MnGWcp1bMfHKcNdbMWsTMWJbJLCC7eQfAAKkMK5
e8sSEAFzfAGjbAEFYAGdXMkNsAAPAMqd/MvDHAEJoMzMvMzIbAENsMzLTMwLMAEFYM0PYAGivMyj
vADGmf/NFsC9m2u5DZC3LvvIJRvAv2zK1rirl9zLljzKv7yrv1zP0GzKwrwAoNwAwmyN+nzP12zJ
D0DMvhzOAQzJKXsBcDy+S8y71mikk2qk8VzQFnAAmezNFsDL68zL3ZzJmtnA7ozRGn3JlhzPmEzP
xsm9ndu7cYvOvCsB39sADdy8FgC6u7oAHO3O1ngBOC3SFtDTOr2h7fzTvDypDZzTGe3NRtrAUnrE
DHC3kOzEuEvLDV23FzDTpTzH62yNBYDUcxzUxhkC+hifHK0BYp3RXG2c7gy6+sjLRCnOuBvXlSvH
Ub27uFsACsDW1hifX73TvezXaZ3VD32uNo3RKjDWRI3/1hbdwPo4qU1NwFStxEdLy5Rdy5o7t3ud
2ZY8AfeM0SF90bz8zj+9q4g91DXNwCqg0aMtzxlt1nv9nwoQ1y+ttATctCCryyRrpPEZnwNN0aOM
yX+t1t48x6fdy+98ASGA0cG93JsJwLl7uQKgtEnLAE/93BGQ16C8zrpd09YIyhdN3H+9qxwt3KRN
2NZs2oDNy+rt1+9cvHZgAHKNyyR7AUrrshcgAb+d2XoNykF9AfMMuuPN3sbJ2Z/7pqyN1gHOzgr+
nwcdAQotAcgdAhJu1hcAsgHAy9UsqTXtlvFZ0stdypMq2Otc2n0t1EWt4Sdu2nUJ1w6O1r3cACuQ
tPu6yqv8ndn6qAE6zdMI/tDcbZwAXsoXUJefe9LGmeIKjt6fC8C9m9+bfM8Pzs/+bJw37pYUDd4a
TsdGjtZzTOLD3eMaDtE8Ltgr7sgMwMvZfAEJwN8TgNwX0OY83eTFfeP5Ld47nuDr/dP7aL4lHtZ0
vNNU3t1SHs4GEAENwNHZvKvcXORq7dcMTNMXjc9FvuaAveig/KbVSNx3DubjneC7uuJQbo2dTM19
vavgDM6ZTdO/vMn/TNy7HNxWvsBJfc9YPulN7pZIfa4WEAgAIfkEAAoAAAAsAQBAAIEAYAAAB/+A
MUaDRUYxTDFBQEExQDQxRYKNhYpARTmMiomJjoaGijSeoUahQZiIiJZGQT1BpKtMp0BMq62tRoWl
l5StOUWqoTSqkILBjkE0yEGMuZYxNC6/hkyLqJKfkKK4QIk5r6WJq5i3uOVBSUZMQdSuh66l1LSt
1IVFSeq4vevu++r+66py/UuWDRkpg5GKKCvkIom9Qri8ASmXq926VYPSWXI16FCxcs4QvXInbpfH
eIJ+UaKVDlM6jLlWnVx2qwcuh0lK2VrHM5TCYKyUBXPRJEhRdQ7L+cKY7FM6nk2S3OOJzpUpjhkh
qgSyFCLPcixpMUlaiFYhm2W/FjoU8KnNfyr/fXWVG6TipbqQYDTZy6RoEqy//tZ05S/J3iJF/eK0
xxOfvaPonhqZOnbxX6SYpSY1u82ez64RRdablSMeRdBFEHnGq+7GlL2wxzIuRwjjOaOI+cI2bDhq
VN6HpTae+rcJYntSx8puUhg5rFnpDp0O+s8fxeundzl05NAXJNdTXos/h24s1eT3mEtlrmVv+Cbv
X8OHTb+vb6PM6Ue1r19/WdlJ3eTTdWU9xUSBYjWm4DzUrXPDFlNsoYV8AALnT39d0JfhhBCG5+GE
Hs4nXn+wjdiXh/HNx9w6+91kHWfKsfgYToUBiNxK5QRjhGsgemiUhfiVCF+IKG5hpBhGSgih/4Th
dYjikChGWaSU7+31lWyEbOaQcVz2lZZyxqXn5T1kUQQDle6leeIUIE4IXxcoanFkF2IguQWSeCop
BptLTrknleHtueQHN5AwRV8xYhnPOpQhGsShWnipW3VhImZdIWfCOYWmEXbannhRIipfk0iOIcYY
W9A5hqmrnlpqkniiaueRdxrpoZE3rEACCTKQ8MFrhW3W2Ir2rRPpoYgaNwWjfW3p6JhFwLBmhEpW
G56cPeqXYYZGkuEqq2KQYSoZ3pp6J6tbeOvtt1ugWuusH8jwAQbzynDDbvZUN6yl+WUYHhMU5mep
s8RyGUO/EWqxqsJGypmkkU3AyUSkJTbcbv+54YoBR8bnHultHWKg4QYZaGicMcbmiuErBhRgwAG9
AhNX2YX5jkWFel0A/O9eGSZrH79TIHaDv02ei66E5soJaNGlnpxxyeCmvDHIVIecxsghOz0GEi6z
zDIJ7U38UKVSWZobE33lHPGmbAMMcBM3F3GowMC6BiGHYyiMJBxKG6mpktiymTCsJXtbcuEZp6wu
1WjUAcfViB+ecRMtt+wyDB/Yh6hhP6OTWxFdGDVWfjp3CqHm+d3889B+V9vuqXlD+CZ8D0fYBayt
jowGHWS4sYYbu58MLhyNu1FHGnDUsbvI66KxMRlAfECB9F5/YASw7B1H7JbMIbptxEzA+ff/3MuN
1UV6PphK58PVIulmhjwn6fDrqG6Mxhh0aPz7/smLAbLh4aIDHNaQvDfQYXcEJCDUfleDyrEsAggI
wg1UsKn85EdG8EFM6Ho2tyY5THwRA58IM4QEVqlPY6/rgrteYykOVWsMbkgZDBu3OzjQ4Q11oIPv
jKcxdWVNZL+rg+OoBrwD6k4GLmvAy6YHtthVUD00Ix1z/CU+arHvSW471BSQgAYybOxoYlCh39iW
BCq2awsxPFWquqWx5QnRf2QQ4u7egDzkiWF/zHOjEBMIPDgg4QMIYBn1ZACEVdlKi+GbFM6GdLsk
3e52H2SbJDVlBPuNTH2kip2cNBXCRqqP/0kRa5cbkndAIQqxlDbEYRxFxsrfkQx4RWzcGhxnhBos
kV4tk8EY6NTIHlVRkgDTVCPbNQYvnvGKSrodEpQHh96lKm2bitomKygfEBqnPcP04ilt2LgcLo8O
dfCd8gR4R+DV0Yus9B0Sp+c1et1gEEdyVyNfJb+HvYpV4oLDqlDFzzOKoZLh2uVrMoQYLdzOi4ZU
mEG1yKKeISYI52POpohnShwKMXnJcxw4g4hOivpugM10AxJZ1gAKTO8BFHhQGFu1Kt390ISG8+E+
AxqykalLXXAAgvNQFakoGCd85puYkWI4hgoyIQpp80ekeqYOf91Jo6aswyxnGdWLSpWHjv/73eGk
hwAOKOBl1CskMU/lLQX28XA0dBxanZcxBaKBlawk2YMmpLbwTaVn32tkFwzaFyqkTYRFwKaymHCz
LpAMDnAYJWJHOcSoJm+WFMVoyf44PQcK8nnk+uEaAOi8NISzhsrD6mFr2rg4DtB4aHhQFQ0aMYgG
7ViBTWq/3sQ2wcrNUj49URdUuE93ERMOFjVlRk+pVSBUTnrIpUANjJDOt8Kyd120H0Wl+jiQ/u4N
IUug/0BKXSDwco3CnFgi3RaphQqTT4+sYF6PijYtGEZ803zknaYrxxsOcXdaaGA7vUYBJPivqo0j
3gH7p9aLBrgOXkQeLJ1HQKvWAQhkeGT/7HZrXrZVEU7g3eQamXRh8Z4vZ9tK6rY2dbtVYdSqDU6e
vDAgSApw4AMv0wJV6zCHqDaYasENbh2CW1rlEdB/3XxwM+GQql22S74q3OsaDSohJBdZvua9cMRA
V8Zt7TWRuy3xGKabURrKgAIIgLECkNvVSlb1DcM98I4rKkQtGEEGWoCzEbQAhCu8VWTjrIMRDKtC
fTZzr48kA5PVkKowPrnICjXybsG7KaCydred9LAZ++w8IeIweUZ4gMu++lV6fYDOlRyugYdoUan4
wFU+MKnXToABGdRABipwA3adhwYg+HkMaDCsuMDb2ySvirdJPrRCnVzFYEbsBkYZcfjE/xe+dg25
gG3GgKanB0gEoBQDCCBBMYlH38YB4QYks4Md3vCGOcDh1TJw9RGcwO50y4DbFr3BLnf57GCrUA1j
wPcW9HmGValhpQrbq6IZjeRNBeEDQSCBBEEcvkYjed5bpjWdTwpmsIIZCBCGYd5M5bwboEHcILcD
HMz9hjjXYN3sPoKrgdBYGsMBovNWYYThEOxtzxuh+hy4ryXMZECnardTIMENsI2BG8jAwo/cbczJ
oIgxRIFccJCBpvlrOQT4oIsBHYMEfUCGkNuhxiP/uqDZ7YRXS68GWogucImX2l0mOcLkSvrO8w33
JM/93joHb3rthW0KxEAGWQ58hJdhFf8gPJ0MaiDDSLsq7TCD+d1eBIIP0t3qr3/d5eV+Q96i4IQV
U0ABMgiCFoZMsl1vAaI/D7zqlb5ow8Zc7m6vO59b//OfB4HoFEh4F8AAht0HIQpmiEJXx2w90b9V
BmG2dtce8IEHqMDkSPyyq0E+h+o7TguTp97nKTB5I+w65qjarRHA0IYulN8MXZDD7uve+9VnOVW9
j3AXcl3M+fM5/KtPOAK2HwQZRGGvv/dmviIDLuADOmAAEWQGaGAEXtUy0tMAm7Z/LMMC6bZuNcBt
fFN288IyLRNI8cI6xPZz6iAH5GcGbVB+bWCCYKAGvZdrYLBLvUdzXcCC8tcF6DeD7af/emqAfrmG
frz3ZgoAZggAelFwcB8QLypQA/FyhItgUG0ABMnHAckHZiYVLxbIbmHgBFqggSwTSPsXhLxSKOAF
Xs0WbEFwgmagBim4hisIBurHeyx4frtng7vXBmTQBr2nfuinh+lHh72Hh+Z3h0Gwf9UGSEd4iEfI
AQgYQeXXe9HTVV5IhfFycinnBF4webjUhV/TK4ugaEj2icsWBCSIhygIBnAABmiwgmmIin9Yh7v3
hrvHgnPYe21ofmBABrQoi723TiwDehFAAb/YAAgwjMS4DL2XhkGAgL9IiC2DcpyXffwVhK0GNhiH
ePUXYW5XYqzndrtkBKTYBmiAh6eI/4dxSIflp37qZ35zyIKpqI616IPqaIe3eI5BUFnYVm3ECADD
OG0kcItFGAQq0DIvIy8U6AOdJy8OVDmvhnaVhE6Jh3i5lmvYmGU1mGRgIIqmSH6kGI4meIe02I7x
h4q7dYOz54K71YJZVou8BwZR4DVDiAADAJNV2E4coHAJRy+tJi+IiJMJ+Wpg42YYaAZs10xvNX+J
Z38ySIe4qAa55o3fGI7hGI+3uIOyKI9qcJJXmZF+6IKyuHuneId92AZG0GIIAABmOQDzIpAuE0i5
FC8rpn1dWHFRADZB4EVkIJTOI5RCiXgkw5Rd0EwiiYuIh35jUH64GDpycI4a6YaMGf+OcLiHgTiV
gpllV5llPGhYtHiScxg6JNCBCmCWADAA7FQ5VSgvI1U5Q/gAw3iEXxYvhiWPgOk8RqmXpyib6Edz
6peKuSaPdyiIeDiKHImC8XiHq0iH7oiVrCiYlRmLKTmZ6NdA81KWZ9l3VXiIbBmEFNAAqql8Vkh5
JNCHaRiOd5iKtZmRp/iV8phr6teb6Lh7aICRakh+5ueY5SmLq3ieNniVlzmDJ4mLt7h+R4mDJ8mL
FBCTCiBIR+iS0gN6obcMYeY1FZhuHAB44imSctCb4pmb82eK8weO4GieqGiH6BgEqsiY6YeHqUiK
qsiCuqiO6peVqYiLuWZYV2mStBj/YbnWmdj2oBLahV4lhcXIZzfJARSQbjpQAzqARDXgjoNJlezZ
h+d5ixq6h7oJjiR4it5Yi4DYhodJgrZInreYmfOIlbtXmDD4l0YZYY2IBiTAjGnZNR1IjMXYiF2A
fBHwAUmKpEdak7hwiuhoihfqoerZh+iYhm8gB1BppaZogu+Zh+YHmR7qjjsYi60IopiJmWAZizbq
nnymk73omXI6jF8FSBeJfmpAAsyXbpPnA0egA9LDATWQhrIapdwmlBeKqOD4BkwJjjsIB3LwBlaa
fi/3hsKpklHKglGan5nJouo4kruFizQ3oxHWe2rwZhU3jDEpp8h1hNk3AMYYOkX6/2oGmG7oplyC
moJwYAaJCZXoGI7AigaIGq/EA47wmpc5RYrjSX4p6pFfmpmrSJWcyoOTim/lN4s0t4J0GAS3hACL
aAAvxq0ykH2AFDoRFj2TJwM6cARKgG69EgWJiqty0Ezx6jwjK6+H6quHerJy8Ksvt4rkuIrqd66B
KJzwmIbMmYP/GZEzKKP2t4O3t0QSCFbxEgJHiADCuAre1XsKG7Gu5mpD0LRBEJzs6oZtELIrC68o
C1y/yrIkB1xolrIkKpyjmJEkyKIZaYdo+6g0yJuwKaAhmZIJW3UYoITWWW1WsQqaKQe3524qh7EG
+GoxG45ykIYrG6+D66tbi7UkJ/8Hi2tujBuyQJCeK2qC84m2+qqib0iVbZiVMJqm5ReVuUZzTAen
CQdIikB430qHSWkEvFIDBjh5rZqnQRClVXuliamuh6uuKPur1Tdy5lZ9v8u4Z7i58omCjtkGLBiz
suqka8qKk2qqmSl/hxmL/ec1okh4bUCisid/7Yd+JJCkSbqqRyovfuqGK2u+5kuVK7uDV8uy5ca4
vRu/QNCCbAuPVbqUHWm5faiOEWaqdIgGk1qwhrmhipeWECWR9se/NKh6ZMACk5ixR6oEk7ekcrCD
5/qxg2ul6eqrWrt2c8C4aDYH5XaGYEmtCGu5VZmKVblbp6iOxamfAvqs9meSy4D/RIEkAyQJt9N7
kj2oBqwpwRE7BCeXbrJ6wVULounarvIar+SWtYc6v8pKg7UIwFr5oS38hjSXhtDaijxYsJsJBkXB
KwrwhbmHmWMQf4HXjhFmnz4QLz6wsUPgA3GcblRJuG5IqMuLjud5oezqq2jQxIj6BkEAsBK5gjHK
jn+Ifo14xepotrs1o+3Xv/aHeP0XhGO8fxCleiE5vXSahunWeTUQx0dwBD4pnilYx+wrrIt6nmSA
q7WKtW2wwXq7mcWaleWHrDiIeJV6mDh6nJC8W8sppEZAhcMYAzAgeKvXxYcJBiSAAUNQdhpbA07w
tDXgqKY8nlYsnnoJjgpIr4l3/2dDGbWGjKm7BY4bapKrOJhGCcyRLMPALMP/OYf695K5F3o1WHfc
m2U092ZCrLHrtm5HuAIu8Jpb3J56mHixbJQA3Jet7KQZmcnUWs72h7CBWJm1qIvTm5VzKI/KysOB
twxghgEJtwxoasIjmXht2H7fewQ+gKRv7AMs4FNh2Zt9mKjjCZUKeKvwSjJvdaFDdgPqF63rR6Y9
qJkIjJL86YLyJ60MXJkz+p5BUAPLkG8JzGczZ9RK1wYqELE64AQZW3bplp946aGtPJ/pl4qemCoR
pnebUmRJq89JrYO7hHjAXIM6S5k5WNcJDI84K9GHKauz2LPHWJlu7AQs/c/xYv+K56mAdbzBHGp3
3FhwQCc+EEXX95xlVJ2N7mx3DDx7E+l+s4fGd52UMnzZfDYFVvjVLO0ELEACTMmKuIlOoatrkc3Z
mH1/uzU0SneV2SiD3Ihvt73bRRbMFRnZmv16FCnDyM3ZEdYENmABL/bPleh/4enHxIOoxHPVkJZl
DRcxscdn9De7aNp6AbpLwN16Mph6gVfbcqfenrjedqfeEqZ0WwAEKmABFmADrXaFKNdqXeADKiCS
9cptW0YGEhIxSTBQoTTf+NwF3kVv7UJoeAfZ7yfcFJ50mk1iekd7cpd0SJdlU2AEz20BM1ACKjAD
FuBq7GaQBvkBK7ACHreDAPz/Vtz2VuTCT/g214uWKtG0c7aWbxG+T/g2kfSmjTH3c263BVdZe5+o
eiQG4sQWeFOQBCOuATPgAiY+AzZwAR8QxwaZcvJiASVgBLjml/D2taTXy+KSjU8Wcz+eb6gC3PkW
LvqmKv/GS77Wc2PYeheGdB8+2fK1BU0ABCuA3zYg0CUwAypQAs9tAx/w5WTnBPRy5WJ+A1JwWM6D
5m9AazSepgjlerjNXEO2ZftEZHOu5L82cBvXc4rW1uLD49stPrI+YhVmBDBQ6BqwAiXgAjaQ6Cde
AitgA46uBCiHcg6sAsJuAyCA7EmwBSFLbjum6UNJBm8A3mjKlw7eTL3TOzxl/0xb1i6jZyT9to0q
ZFB6LuWTrV488yhpgxPoAAP4nd+JDuzA3us2gOxZ/gHSvG6cdwRHKOy8zugrsOw/sG9o5jjl5rU1
3gVotks620XZrjGkTnMbk3OJV+B/eUYjE3ArpXcUUxWrABn/kAS+0A7fdt9iLu/BjuwBrwLBDgIu
oOWtFuns9u/IbgNanuxWbgNS8Mdf28R4yW2t7DzEQ6MLqE8SDzuGJju30S+HZmRPxiYxAhb3gBGS
sAncAAMob+W53ugqAAI2oAEwX+I2wOthbwMhIAPSbdj0AvBln+z2buI24H1EX/c+HV02ru27pVMa
w0s78xeZsAmMkAgA0zrpFf82SWEQy3AZPLERGAcDIYDf9Z7fvf7r9y7syI7s+a0Bh34BMhDp2RcC
Zc/owp7fZg8Dwi72NrAFf8x2djnjfdlFD6nb4dEFq7AMm5D7MbD7gb/45CE6t/EXg7D4kyEcGGEE
QOACkq/5Ya/oML/rM8D1Wg7zmE/2ji4DDvwBF3D2qH/5cA8DpJ/6z/0DTdBRpceXRamzPmBlnRQx
PRUVVuEKfzH/+dEmfEJX80NhtxPiaI/fun7igGBhozHjUqJiUwhiE2KjcmgDA2Jo42Lz0Vhpk2hT
Uum5SRkaubmp4SlGhoamRqZK1jUmq3rT1dV028V0W9TUxBTUVJTEpDWltbX/1bWFvKy8JRsrBtcl
Vp1KJtakYmEBslIiCCmosgjy6GizuLIpuIk4WQLuMqORXphurwlTanPTD6OEvSZjni3rMuXglloJ
bXXR8vBYLi1NKEJ0OCaWmi1qulDLCMdVFzJjQhZEwk0QOXmDZrA8lw6Ru4A2yLWEpKnTJnw6S1na
5ImfTqGlPOWYomxKwmdbgNhKgstWxiJAYpCIISErCQkugiRUkzEjGiYkXJCo1ZEanC1JaoKwAI7d
SnAqZjwq10muo0WIQCH6hPdn30H7hvYjbCMHQFP3DvOTsFUCAwkxrEqIIDnr5MxZISdxGISEAs2U
R45pUhPuOU/2BLlYJIhd/wl66Qwh+muPHTxDM0bNBsXvJ6gbQUf5I+VC8fFSj34KHT1aQoPMmyVj
jj55M+bIpDMDMeKiWz1HdksUMm+vLz179ib1bm/J0qHZ737jE7xI009Sh0H1PJwYUJxsUsBm2UkQ
HYLdjTZZgZwxmJUK/FgQAgjzgVOeXTWlMw9MhMQ3G1+EwdQbO/rk1A5zOhkilD0BOUdKi/z105oN
EHJ2IAMRCBDBZAfouBl0nLmgQTeCaMBOPOAQJsgk8WjIEiEnPsJOOvMRZok4AaEjyl+lEPUlgAGW
4qJypjTAwHRAKjhaj9S5KRmanWngQkqvGZIklYTRNd4j+MjjyTwbEsLYbP+9/bVkY5X0ZmVtPSFC
FHBhgrnJPzbIeaMApKmJGZByQkanBeHYQFc8Wd7Ez5LuSMmhPqaGKKM9v61HmKyIvXOYlytqUtx/
+1VqQwBZjSYsgz06yOCBJGigQpHdrIDkbCrVBOi0R45n7YaeXGuJhjCRmg5jm1TpJaSdxEemT46F
aYli/nUymqYHGpumZAVIN9q4IDC6E22H4lNXIyrUdZt+44KLiCV+osPsqKyNR9islYAQXAlCeYIu
YgFFaql///CjXLFxSiAsyW8eKMEMSCSycm/8lsJvzJsg4fKAL+/U78H8WlLloj6LuS6AvwLbz9DH
GWAddZj+uGOPERwQwbP/UotngV1Wg1tzIoyuvPLMNuzgdSlc28B12WSfHTbQQADY9doAmrkc0DYy
zeOa0QmZXQQRLLD33hb0PUHUBFgwQQPdJPA34UYuPjXVifiLs9y9jU35E0gY8UQOSCAhxeZGACEF
2Zx7vrnoRvyAhBCX54CaEafnIOeBdR+gQL1p3n5Z1BZckLgFBVgw+N4NLPCA4YP/PnwECSjP/PLI
W9DA8ssTv8AEBVj/gAWIL5/4AkZmz/g3Vb+WZG/dhj226Jtb/oQN7W+OBJpOC9AAhKPRnZmwvzPe
TdR99863xP0uar8rIPQYJ7wFGK4BwuuGAg94Pb49gHi+6wYDH/i74CXA/3ARmMABredBB+6Of3Cx
QF0IIay6deYCTvOUyaDTjRBQKIYWCGAFLXCAv3lvhPvjXff+hiRn+W+HvCtA3/gWQL8RkHEGjFry
athAJfoucItL4PCAB73A1Y9Nl0EQ/rioqQY4y4QWKFLUFuBD/3XjAmgkYg3ZqMZuCPGNMyzjGvu3
O+/J0FnQSskQ4QjFPLIRjgHcH/+GeERhMcBBdXPT7Wj3QslcYIxV7IYhfZfG3sXRSCHgRkp8qIFO
jvCGiYtAkbjBO0LIcJCJ08DeeGdD3ZlylHE5ZRWLxDs06fJ2T2sakNyEpgIowJZk1OQddXdHSyIw
hucw4w4HRkY0jjCHzl3ihgzhwqwxslEDmZyl/3CJxyByg1llnGQeLVAsSJYMOrRrZ+1+pKBupIQb
fPOg4XY4RB3y7n+B9KSRdJdNFRQxkEuc5DWhucreFcCHDtChEBfgyhpe65SUHOEFAgEAIfkEAAoA
AAAsGgAvAJQAcAAAB/+AKDExgoWEhig0hIuEQTEtg42KiTE4kTGKMUWYmEGQgzSCg5+WijyanII0
p4o0jpShmJaPtJCxRYlBsTQ4ii26sre0rJ5BKJuQuKHKvb0xxoiMi9HGsSjGqIKOs8eC3JWM19qx
npyzj8a6oryPid0xp+6Zm9ih7LbyzqeQ5b+ZkLZqoaNlj9YgUQgNPVMVTpo2eJEcDdoEERiuTYpw
TcwFy1mtYqocAaMxb6MySqxoHdPE8NO+ZwDLndR4EV0odcgaSsvWiNLDbSwvFWPXSOUlS4I0HiUK
8RmopvKuQXz3yZQsSYIAEnIVsyDBRL0o4Suo9dOickXHCRVnMKIrTpH/3r7dhGukREenUmJaKfBU
MKc5DVKMt3fvLUoXc9nDybJIwHjKKvHypY4GvYiqpA66e2kzqstOn8mV6NmpRIyhYWZ7G3oyOEjj
HNUNqDGsK2safW21BNteVsnyqnFi9U5kRKGRKOriXFp06LtzO2VEJXK6tqS7FXlcjupeXJjVMnGd
yHIyXk7+hr5NttFqWU7A4nvmztkR69HUTZNnbRw6Kqe36eKMRB6FZc5TQ6Gl3VSTuYOKVlzZB0tW
5cjTVF3jFdHfZoqQJptoQOjXHw1A6GJEgKZFhxFzdHVyiTLxfbKcS85dBWMr3YmmjnTl6NZMgK0I
+FUrE761oYhGAmbE/2ZMAKajaUH0EEQOGlKXw4f0JGnfh88lVxh3/1Fk3SalrARhmRkpxolvDU5n
FWQrkdiZIyeWGOKSRQBBw5JB5OmUEbKVeOWe0UUZxInL8amJnstJ6Zxd01X3mXMrjubmaU6aR0k5
PEQ4HSq2eWQZetUx56QmSwIqaBFUxsCEI69SaWIQtDY5ZYtNMkoiPY5KKp9/LpIWaZiTqkieJrcF
kyyOm+Rii12/ZEZRDHx+Su0zeJ6YRBGAdgurI0nceuK4QTABBLe3ntvtJoi6+iF3LV52WaSW/iee
RZxUSp5yyay0T2X9CBikP1JdVp9TegJ6ZQ6p0pAEqtTuyaoR6Lpq8f/DrzapMbV5ckuiK+fq2CF1
JeX5qXKTxgvKlsbeRhFqKxLboqeohKiLzYPU+afE6lKssIl5HspquYcGES4TFFNpBMXq8txxnSY+
w2qWtA5N3rsotrjcqConO/PW+FbKcrH4Rn3wlMalmsSeS74q5YkWA9rDuHtKCUSs3CbNrcWGuiqx
xRoi+jGWW+uKtZ75gf23yvqG3Z2+xuJsaw5yiiQllSU6fKi5epcIaJM++8ztq0lk7Orn5bprqN6f
x92xnucyuhxdmAPJsuJgMz4pMN19GJ3XMZx75TM4B5HwtcbvGfHSe6K9sbqrN8/EleYibejbHgM6
tdzpZr8rnssPHqD/Ix+4sEHIAUppuyvqC06XK/FmTTIwNjNMKKDYov226IAmYUTGnnMXuapnBCmZ
i1tFKJ3QLpe6VzWQaABE4IkyBi9AEcoYH9gABmSAgQ/0SXC4U58uNMS+6hjuM0BS2dIOeKilxU1i
RggZ6JT3KoVNzWLV4xj0kPa/K/1vXeTCIa3eNrcEJrB5UjIg0SSmiw/I4AMd7CAKQLirZzSJLltD
VLywGCCVge1VTUiCAknnLR8ubWl5e53S8kY0n/EQaUzYlht9VsT/tXFvB3RjlOz4qo5RaY1/DMIG
oEgBDHCgg5oY1HKuyCgR4spEXjNc/L6VhCY0oQhNCEImxWjEo92x/5Ll8p8djTBGTm7LkwosnRjl
iDQEnmttrENgDkDnyukRUJYSLMINDImBQhbyVZ8BoSYWKZtWYVFKHiOh4BDVAxJi0pJMsGQYpzlN
MVIzgZ6MI+k0iUlsqjKOmMzYKf1Xrrv973SyNBQFM8Y/CYruj7r0JQYMiYIPeKxRfRKiK161Tw2J
EJna8uciUUWDOFaSCVqw5BSm0ISFNlSh0oxoNKepySZMVJqli6hGpTk6cMqRYrDM5RwzNrofrhOC
JCABBT4gzw9MRG+wGmYJlXhF0ZVrn+pMXTKL0IWI9lQLU9jCQoc6BaAO9aEMZehGIcrQaBI1qQ+1
aLnC2Mox/nB0Y/+8ZCVPKU6PYpNbvQwrBSKAABe4wAJ00SKimKChImisXBOM0tDclj236rEHDiXq
FvYqhr1uQQtC/etChfrUhj71sEMl7GGl2UZwopGV27qkZKM5ulBSNqOXhSIHGnDIlW6AfxJrFRNu
s9aCJjCUCFynW0fnVrhOoQtEBewWxNAFMfR1trjtK2DFUNTA6nUKvEXsQnnrW8JGU5uo/d/dLFuu
4wZhCgilLDSlmrFLuuADCOglSxEp13aytp3lai0TWsmEZrJTnOJlglIH29cxiGEMW6jtGNw73/e2
1699fS9u8bvfxCpWsU0NJSshSF1LlksL6h2vRS85BcuGEZM3IEH/ZztYSHv6LLRHBJqrRldQucpR
giQFJxwn2tOe7pUM9qWvGMjgXjKg2L2zpe8WUIziFG8Bvrnlr29hi9EEnrS64VxwTxeq3ulKF5xN
ICQh51m+GMCAvBBMrRGjTDGNuZWt460ySbeFYGkG9a83fvGKxQCHMceYryiugxjQ4AYyoIHMYxYz
jG/r16A2VaukMyiQSxdHKlg0CV1QL5Et2dPjLhiKvWwABVb6AApo4pS4vPDaursJuqp2Wx7VphEO
y9cbx3nMb1bxnMus5lKvOQ1tXvOnYexXwiYUoUbU6lct+kwFB7oJsM01dHfdBD8XYQoqRQAHFHDI
7ZLgxw0UaREM/yjBgrKVj3Bd7XgFC1Qw8/XNKH4ztsc8ZxqXGg11gAOqt63tVes2sBM97kEtmUCK
sbsLmozjggVtZ6GmuwkwYOl2C9nLY48RguEVHbLZuq3wYhnLzQ1CYLuA3/q2GQ10IIMb1uAGiMdZ
xXAAtxvqkAY41AHibK4xGsrsYm7DV7Z3hvVkUQvN45YY10zQtZ3VjQJf6nulFNgADIIca/R6FaTh
TDgFpVxla3savmVGwxjoQGaKO93jYlBztldMBzisweNvoAPEr371UFM85C+GL8OFWujpThWTU8Ak
vAsNXcNaO9e4zqRKwzpPX/ogBgVep2SDTtnxEq2bpbuyeA+81/8xuGHOhgc3xOFAhzfUgQ4T3ziZ
aaxqNlO8DuEudcW1/vA1V5zF+tXCGAD7WmhmNcgub6iuW13noX4A0TjnwAcOCYNb/1rBGTtyZHOv
4NXKGtNF4BZ8D6/fsaM441rHfNTJgHmIv6HjHReD00MOcszXgesVF3fGJT4GOGzh8PPdK5Gh29N5
/3nIr201wxkuW12zFAGzV4C+he2Dp0aT7Qk+rnrDGYUbXPcGH3ADKAADKHADRpQxhUdbgoVrN+YG
Hpd81pd8jOd4zMdmFkhxblZxmwduaxBu4EZy+vVXY1BbY2dUr3WCKKhesJV+hTcGZOB9OOZXN/AA
hkRsxNZBHnT/Awr3Za12gvG1UIPwAZsGbIsWViewQYN0bERDaKV3SQk1djPmcY/HeOD2eCBHB3Uw
cR9XddJXcdD3ghY4ceL2gvUVgw23V2PXV0BwA34lW50GX/TFYnAwX/AFBBhAgyuFXQjQaBgAf3B4
hu91AzAwX3ZgB2/wBnMABzUgA4xYA0fgBJDIiPZ0SW7VYPdHa5nUBQf1WhlnfY6HeR4nhYx3fRsH
hp0ohlcncSGXBi9IeXzVBWVoeDcgA0hQA0hgBPTlgmtGeXS4Yu4VcmvIaBQgbBSGAEAABBLnYnDg
Ym4GA2RQiNBoB3CQiG+gBTLgiJDoBEfAQRt2SeMVBfeXMQhW/2ivMmSzFW5YaH0d2IHWZ30ed3lR
Z3UVV3kfJ4/JyGI3FofSVwNG0IcYYAQygAaK54FrJpAkd4twYAQC6QYyQINixW8IAAPYpm1GgAQq
MAbRaAdzEG5zoJFkoAXZuIjbFV57F01UcIm294QMxgR+1gVuBgdw4IAw6YCZ147v6IGZl3FkBnFZ
KJB18IJwxoyVtwa02IcUEAQy0JNV93EbhwRaAARGoAW3WHE/yUF9eEgPAH/DGJDLqAUqwIgbpJEa
WQfUOAdvMHpR4ARP1Evy5wIocDRXRmiqd4Iq+Wv8t2CvBYt0GIPzBQef6I7tSAdfV4XgxnykJpBh
uJAhdwX+SP8BRlADVXh1TrkGWiBs8ieEWmAEUScD8LeHvPQAH/AAK2CNi7hBFHCN0DgHqhluWuAD
T+RLCkABKuBBMTdemuhrCwVbgLV+pfdygQaOCFVJubab6cdwO9mOzpd5i9eOH/eCo8iczRduAIkA
FBCbAGkEdaAFmWmNPuBELuADOmAAxmh1RjBsFUYBDVCD1NlLLMCIj1gDGQeTIFkDsFdI2fV6KLB3
3jheMRdfuxlfewVUuhZo4whoMQdzMFdieZmPoQiK19egHweKIbdmN4l5G6mO1hibCIAACiADWpAE
r+dEKkCfT/QBQJCZktmZHNCZw7hoTvSekBgGTjCfhJRd1Bn/myTgQSRgoIFWm7g2BS0JoOs3ggCq
Bbk2oLjGU4BWYl0wjrjWBQzXl1UohQNZdRD3klswhzDJnG8ghXUABNSph9gVomTKAeKJAFpggWhg
BNi1okYZptf4iNroBF7gmhTWS9lFASQgAySgg+SXYKVXm/wJi0MqeqK3fuv3g4FGoEwadwQac0M2
pPGJeY7XoIo3cu+FdC/ppRLKQbApAxEwVui5oaSKploQoWhwBeIZqmFaSHKalq65ZNVZYSRQIjcw
drBFdnn5p4GWlyNIpIQqgkYqpIq6awrqm+SXa/3Zfc5ZB3+Jddu3jPSlBSxmilX4pTjXh3pIqgCw
oXhYA5in/51G4AOFdEhP1J4+oJavKVb9xqdacAMKKKRGiqvFqoIJpga0NXojeKjEmmtCuquLWpuL
+lr9OaR6GZ8jp5iteI/Vanj6SqFaEFYcigADQLEuSnccUAPaWQNRJIlkGkXyRAGLaItPGWou1pe/
updE2q+LemOJSqjAOnrrN6xQqqwDeoJQGl9Q+qsu6ZJjoAbK2IqHibCf54tEmnERi3MIAABMOwBL
dkhuWkhPJIl36kvUKWxawI9a0KUG+ZKtKJAu2LNk0AVzCLP0GmgjaLa/qgbAyrLFarM1G7dj2wVg
0AVo4JJASwZAu4wIG59dx7et2H3vpQXbxaFMCwADsFIPuf9SU1t3eKoAWQl/TsS4ypiwMGm5XZtx
aECGYctiKRusNauzhCq2UDq3L4uocQuldQsGq9sFbWAGamAGYBC7dku2Bom5OYmqGXd4ArliZKBS
ULS0TWuULhqieRqb6Bm5NPiiYEkCLru5zMi3mDtybkaGZbuMY5u9oxtfdTu3dxu2dzu2Ype6qku3
alC3bdAGXSAHYNAGaMC6swsGZKC+ctAFZpCwI3eIfpl5XVqPildxbOapvVSxCqBdryexLNWhORgE
8BdW7smIHCADpKu3bla7FYy/CLu5GtyzYWsGW3C+pmsGUHq+5NsFtHu3Isy6aNAGYGAGr9vC6svC
MdzC5yv/v2BQv22gt2YQn12qv87qcWjAtZqLBjVgnw0MwXg6bCtKqrcacxFmSKcpAzpQAzrAQSQA
pXebxbZLvV8rvQmrBpu7fWxbuvZLtznMwutbxvUrwmtMt66LvvPbvm/sumaMvrJLwjjsxmQABgIJ
xjzslz1sqeGmiK36tBJbqhuqcOvHmRHwAVVMxVPMASTwXFgMi1p8t5q7t262t2FswdpLt/W7uiTc
uvH7xntsvq3LvmAAB+3rwvb7unQMu6tbt7KsuncrB2ggB32rv7zcpSXKlvapAIjMobKHAPD2qyQA
mozomj5wBDrAUhmrxd3bs3dbu+/rZu9bzWN7t9Mswupb/7fn+750XMopTMc5LL/0i8rfbMao7Mar
O790u8fyS7dwIMICicu6nL+XCwfWOIxLXLGlqm+vF6sDUCJQGgSnuYjg2YiMKLJubMFku7oojLdx
O9F1O9GVXMZkXLt168bV3M7wG7u0fL60K8qy2wYj2NEdrQZ0OwbgLL+xi80ZJwfOucNAMGEIcKYG
IHsDLQOxil1dYAQuGQQf4JpSfARKsIiMOMmwm8LwbM9u/M177NJ0K809K8JzO7v0TMtV3c5bDc84
/L4zXMboK841q9LcXMbqW8biDNYuuYw7jAYR21nrWWxOFAKvhwANYIxRINRj0AZBEMGuObJDcI0+
3dRV/f/NsuzC4szGsdzO3my+FDzPIxy3UH3KKv3Q85zCLM3V8dzRGv3QWJzZK2zB57yMfIzQ85Rd
9Gm8ehgEWlA0d3vOdsiIMrCNUgyeixi/rMzH55zGs+vKInzHfGzD4WzD8KzSx73HenvWLK26zK3W
5uuSdfvX5Qul9XvdFk3dEW23dbvGYHzG/dhZQUCfCADbxhMFJXLLLpnD9asFe1oD4OmazlzFk1zc
7MvKscu+ccze6SzL8SvOMWy/LA3VJgzdrDu2MD23JKzZDg6lspy2sMvdI6zg3N3WdnvOt0wGSBlW
RtotYGCkKzziq1ziK0wGC13FzDzFUuy+ryvS73u+7Lv/wqzrwrK7vsX9vk1tw1Cazp19zXxcuiyd
1u9cu9bc3hwdt6CtxxDuxqwMi7MLz1Idu1S+lkdZv6zMymRQvxONy76dyyzgRFTszDWgBION46xc
v2GNzluO2G2g5TEM4KzsvqQMz9MNBn+d0mRrt0A7zmYN2h3Nzafs1ONcyfb829lc4moe4tbojxKs
5mksB7D7Brjs4rm8yivgRGbu00PgiIxI52v8uvV8xuO8xt9N565b2sWtulneva5u57NL5F1tutTt
0mMrwiVcviIMtOj70OcMtC9uBlFQ3jIgzLMaBHBA05UexOGNBrGb7G/gvnKQbz6d1EPgA9fOiJDu
5mVt/8OtDtwEnsIxzsejbMJavdYavcdwYOQWTuW4TsJrLcLrHr+nfNYjbM8gXOKMbelRUOzVuaGO
qeYrHO25XPD57L4Fz4hqWQPXfgRHMLKvvMJNTeKxq+ElHul0zN+rHtw/zta0y7ZrvbrzXuA1S/LV
vO4e3bOdHc8U/tl4nOouLgdGEAUtmshGkOwGn8t+qctyQOmUnuwcOwRO4IhJ7QSFTQI6f8PrW9pN
rb5NHc50Lu7eXNqhTOB3ftbbXLu8rsW0i+sefdEr37rh6856K8rqbuKva+nwvaHGbo3I3vM77/PT
6JeADAdJIAOdjtSP+IhOBAMqMOL5zdir7MJ7TOUlDv/1rjvoUS3L88vcp23uegzood3etM7kR16+
2R3kSe7GYd0Gkq4GsT2MGADf2tnz+Dz3lE6NcpCIqz/mPkDFPmDmLBCVO7zDaD+/TE/n1wzLofy+
rT7yskzSd57FwJ7htbvue/zReF7GWX3d8l6z1czVZx/Hre757LuxUSnp9czzPq+a05iIqgn+K+4E
OvCe2t74y37Gvn/4svzkkI7q8Qu7yZ3oXQ/500zhWn3g7N3jLD+3zU/WgKCGpkam1tXWNdYGBgcm
5yj3GAmpZqYWWRmJJvcG9zYnNycKJ6oj4+N05HOU+iGzuflW2YhG24bGmIvL2CXXBYZ2iHYLttjb
ddj/RdZl1mXYPNiMmLyMSwaGnB1cjYxYCLacrcz824Xb6Jteecs+PBxpdisHZwY3/3ZPGto5VyNz
pIOVKicsathrRO8WrUpdGl1rJKjNtWFkJGKz1KwhNkSWsD1zhg0Zt2AhkW0jJ67cNXHAmKnBlgsi
xjYz3bF7hJCRmXSw5smJ1YkTHBkfBDpJ5USGlp89azlyeMslrqngiF2LyMwXL0sPN5Ibli0kmDHK
Spa8NgZbOJNqQbrs6A5MpbkYLzk6JqduOoRyyLjzieZNUH+saiB1gkGpERW1LNU6F0we3sk5g4HF
5gvRy5cmkYVcBk2ZoZBkuzRJ6bnsymQX51b95Quu/0SadDP1QliPEZmfbeA03gSntxktMgw7QYXq
g5EVSdA09u0ONxxz1INNnwhMLjRE4NpGLhesnDNx4cJ3YZKEyelsa7NtX4lZmCHXjY5RnB3Xt8R6
8dCYcTeIX875ZoQPQ/iAylFHyCADHIXAYg8ZvvlmTky68DLddMFkBo0hbo0D4njjgJNaNlugttYy
KpbYkEvUZcfNMRV1lc4xXPVmjiCEBCjHXA+RkOBRRyW2yW7BvKEMLTFVN44gML4WDGfdITNaORa5
JJZ5JS5T0nQehcSVXGCAKddVukh0zGzL+GJTRc7d8l9fP/XlXJEO1qAEK4cV1JB1G5qjIXW+TEen
df8tWvYLLtSNR1J5IqVUSGeL1jeGIeatOB14yCgSKTbBNCPIW/pRlNmGuJB1YhcnLnNiqlOo2gUJ
hrESRSsykLFiae2VlsijVKo41i9jtIdoNpyJQ8iizcAUVjdlvVWOp25Z4tkYWwSn0TmM4BbNLLll
Wlq4sJ74ahevTkGCDEIK+cEHWpj7KhOvnqYeE0HY20QRTTBhWhP7njcFv+Vmwyt5IC5TMKSpjYRM
puyFGM4yUwBhwwo3TNHVXFQRKqFzLeIqbq8pkYVwF0H8c9gRGHygaqvnnrdvEKal12+9/DKR6on8
ppqIGidWajDBm4o8dMIR91owr8s0YYMFFpTQNAj/NhhxbV21/OQb1mgs4/B655l7mq7jBAOEukJG
IYMKQIyTs7lu32wuv8hs8fPcIreNWsiw2i00z0KX5jes4W4BhApO2xBCxVA7XQIQZA3aEoS1jOHg
FlqclsQUp53Waq8rLuMPCyrIcMMYZFmbTbnlyluvzAKbOC7fU/gsMuBDp263353rjszL4kxhRNMW
zFCCCsTbUDHyNoCggtRNbBHNIAM+tjUZ1lZqOoh0u316rzKsjSqsTIyfns0xM2FEEUbYq55p8br9
crzh321I252jNnDvsQc+RRLCazADFxRvBjZwQdNsUDwbqMAGBHyaEcYgvT55ohOdkBCuqGM9XtWt
/3um69y8mhCE9BnBCEGggRGSUAT0FQEI6kNhwJCBM1XF8GYvPN27drc3V8HPbTv8Xe620AQgrOBw
KxDgDFSwOAUWcHnKW2AAn3YDKfhlQhT0BPVqkSNcwYFkJKsd0mCHniKkJ30xIKERaIDC8a1vfai5
3aa0MIYb9opcsHoVHU2jPx7icQrvOpcRYDBEDaygBAYswRGJtwLlGRJqBtQA8haIPObZIAlbuMcb
6iAYT2hyQGRAEjeukyzrhTIR8+Pd1+YoDp518WEcfJcc/aY6t23uNEEIGObEmIQ/Os0CCERkCRIJ
tQUOUIlORJ4AjYnAijHvB9fqRB08MYcJTuhIW/9k0tY6c80u7otzITrJOGIUokd9Bo5dEEMi7qcF
9eQyhEEAIXrYF4Qk5KAIIYwBEG5guKfx8pdKLKQKEgkCFxDQkQxMIEGVyEDl2QCANpBCYCiYyXo8
xkFYo9CDTsI1VvENmwYD2sNWso1kzQ1VdePjO0OovneasYwxiEEQ7BkDGOQTgII8YPMWGtDjGXCh
xoTaIwPoUwPuFHlQS6ARpjihrHWsY1tz0NEKkT1EcSNFi/rFVL2ymo2QNHZ83BcKSWjCIMTzXmRl
YRCAAAQYhIBxieQlAo0XzEcqkZeOXAFDFzhIhR4TebzcKQyQpwGpQa8TzrGg9PwiiEJo8YKKZVj/
eKTaMCa1ZVEPetFYk5CEdtors5kdoVhzidnOhtAIQHAB4xZI1yMGlJAzoCkBA/pTnyYwro78K0KV
BwOfArZpP2hCxxxUvR0hSqqYIouhLhggEpVkHG1IC9fU8hk1JGGbWpgCH/louVdpgW6puiHwEOe0
QRovtQJ0ogukljgkLhAGq10iJJeYUEbqdq9LtC1goSYGARHCLwgznV8ScR2EDbcsTnLUNQqRkWUY
ojQZqY/lWtWq7I1BDNMxpxjySwYxNCGfIBjkPlGrQKkxL65SS+QB5braQQrUkeZVIkENaF8b3ECh
uXVkE1DnwXGtKrLGDeWKgiG2RzWqG2QhBDbA/+UzQ0yHLE5VBuWstwUk5NOm/AQgPyW5QBDbILc2
XSjxILlTnwaQqHpV5JbJHONk5mAK5LJjy1Tl38VaRkLmUCwh9pusBCMjNCgJR/fQwAQSuIAENxhP
hrbgPwuAwAKDbKsCfzlA9UqNn7y8qTDlWsDiSW2nl3YkjJOZZoLmgMa7LSapz2yDUecgB0aQAhKk
kAQpVFcMW5AwRxGCxWJFqj1BIIECJCABBkggBk5mWnhHzNO+So2XwBRoPxMIyboqcbUEXCIhffrX
MCPvBlCz7U5nnO1Ry1ihSPTrtksgblRnmqdFbW0ydZtq5QEhB5htQqyta90tSIAEwAa2sIMtAf8g
GMG0w2PxEQ1pRBYjcMU8zWnDhfpWQj7y2mPmtNSWONQ0J5PMClWeuKFWbeT9dcYdj3e8b5Bukpdc
ofCG979//W8V/NUCIQBB8SB98CN2WcWSBKBQCSm1BTpSkgRM5EGHemIlyte2tZX4mf/KdHUrz5Fu
VajKXTBq26o85eO2OvIoRjEbhH3UEoA5sF2ggV0uFKACzCvVl3deIwrT6O6euImFiUSeGnCfuc37
Xt8r8pJr3OS7hUG61+51lHsceVlnfMfFDXmTHx55/daAC/IZ9ysj0eiKMx6LEY7AvKr4gAxlt7Mh
mVclVtvZSu/nxtdrZnVDveQqL0HVOz5jlZv/3LbiJrnivT7qsJPA8vrs/Gr37uUS/DWvbqWpEu0a
SQFKHwRRd+S1Ge5I6/O0iR0HPCOtjer54l6h2Vee7nMQ41HnfuUz5nrwF7pLu6qYl/SHNP1J7+77
3z+JPmfgAiWZPO91UHfHfX8lcUN1dB1nX9kWby2ne5GUd+qHW12ngJFnfo6nPCHHQM5GQMZjQMaT
XsaTZRiHPImUSAv0gYaUdxqARPvkZQRlfdJXQNSXabb1fTtFULllXyVAcroFboRneFLXWiF3eOhH
eBd4hOOmakiQUBqIPCEHhciDBAREhU9YctU2ZskTcgZkYgVEQKy3cqfWcUi3bWNIe2XocSTH/2UH
FXgTWIYS6HUex2i7NAPDI4JF14RPWG1MyIRSaAM74IfKw4c2wIeFSIiHGIhhGHYK1YeLqFCH94Bh
WHJc53xtSHhFqIRoaAMRsAAWwIkRMAERYAEEYAET0ABOkwCeWIq7xIrhxYp1uIFVmFCSSECDaItP
gARG8AQ5gASv1oukJQWE6Iu52IvCaAQ/gARCkIs5wDQj9AOqJojjp1C3937nt3h/VY0XoIoWUACj
6IkL0AAL8ACnSIrdGI4RkADoqI7paI4W0ADpmI7iuAATUAD0+AAWkIrpqIqd6DT32IodNjznBVBf
OIt9OIjC2Iu4+AQ2sJC9iAQKaQS9KAW6mP8ET9AErgZrrqaMwVhyYbd+k5hqraiKn7iNCyCKotiN
KMmNK3mKrMiJ4XiKDfCSTgOO7siNE2CSDyCOK+mOM9mNpIiOpwiKNkmPE7BLnaiNIjlEnhdATdlx
BnmIfPgEETk18haG0ChudbhWNGcBJuk03WgBB/CNTqONYJmUotiJESBIaTeS/FiWn2iSXsmJqgiW
u9SNKemOXhmXQpmWNymKu/SS4NiJpNgAoWiSpoiP6GgB90iKImk8yEOV0diHfsiEdciKhpN2aHmW
23gBC9CZZNmVnXmSu8SWmsmVFsCWm/mZa8WWdpVPJ+mZeimKnUmbcamSItmWcAmX55iXeIm3m2m3
AsyDhytQhVW4aEaJm9tYl9y4mX85mqwYAoaTT0mpAdFpAUlZlyeZdoajjQC0VrSpihrAidrolduo
ltcZXr+0nS6ZdknZnd84mzfpNIYzRO5Ij3kJira5jTbZlS+ZT6/pNH+pjX8Jml/Zin9ZcyqQmfyo
AtIZmugplmxpOFvpmmx5nQugAc2ZmZ7YngGKmq6Jmph5Ae3ZiRmKlKiJovyJOOpZiuCojvdZmDVJ
ikCZAIVZmIEAACH5BAAKAAAALFoAKgCEAF0AAAf/gDEoNIMxLTGIh0WFOIaGQYSORY6HlYkxizSU
QZaaloc8MTQtnJSmpJ+QKKqZKJMtg7E0hKyYoqWPmoSTroM4hIQoMb+NMaHCwsDJQb40pciego7K
uIfOoJixi6eOPLvcoZ+CwIrNjbOyzZC216KFhZau7perkduDzJGRlc+cqsaXWpWylk7SOIDRUok7
RuNXvXSatk2CNCnaLni1SIkypkhQRWGc7I17KOpcsl8ji/DDCExVw3YwXfHjd7GdQlHlXmIiqEtY
qCINNw6zyC0Gs5HjcPVy9C+TJGHjHCKShZJUpFAJHfXKus2aqZfwnnpqhwnSr3XzlGlqBhBgSIAV
/6XRwHrroL5i4uzhu+tpHVhb2K4xe5WtJrFo4YYW3lhKk0uUQAHKMhVr2jBEj0iWNKTN50hNto4C
a8STbeKBaDudCjItbGKs8pxlAwrp7bptoRxJlddpVUnQM0Wz9gt60uzJdA/J2xYN4CHUOZcueqUq
o6G+un45cxzR6Nd9BwsutRYUUW7WG3OnY32sKyJNWBuRjGfT5aXRwFrnF7f0tbtJFVFk0CTnhFcO
UgT9dwk2v3lHmCO2SJZWZU5Nt9eFAMqUnkeM6GRVIcpkAxcik+QGIITKaQXchIlA0hE+iKCnE2nS
1JZNYyI6tB0yzKlIY0GH6IgPiAiNxwqRzpxoS/9ctUUjT2XYKAfaUbzMOKVsFdH4nlGkDAIaWRm+
xN5GVvkzC2sdLZZYCx+ggEFW2f3V0nZNMuaYVzZixg4k26GEHkpDJXMZY2UeslEjDAkJ2DT+uNPT
I1IWot4HGGwgwwYfTFcYoHQueQudnV7p16d1gUbiXlzGSFYoaAWVyahM7vgpjkGKud2nNAKDgQyU
UooBMrd4lko3s4LKmnFYRlgEn0F4c2yM0JI4T57GIWuLPCYRZo1JEaHaE36FxMUDBpRSgAEH5BZa
bJ23GlemsTScKG+p6/h1m3f3TtRdqPfKFho7ZxVSirNWKRuoTiGci4G55s7To1eomLncnp3Ou+z/
dgByh6+q7w2HWXfPehqgp8re+pLJG1XZmL0oMIzBuSS0CepyE+sShL3FUuzprU0+e+KzrIEsW7tb
khpXgMVFWIqm4biE2kshbEDBBy5/AMMmRu+8rtA9E12nvvWGlnQRQHSntMgkD23jiRhLu2/I89Kw
8NwURIBACCSEoPa+e1pMMZ9sd10WDUYYVUQOYAdxOHoTib224/GiTTTSX/+dNaUcNIDu1BvkPDLb
f0dOG7xd+2XEJEyUZcR2ZfvcZOvJQlL2v12fjjbSRnXHNu4ofIDAwlSTGwLu8pIu+u0UZ4xJkogb
EUTqqZ8OBNk0TN96bQAiDruNxvfs989JJ4tl/9Sbk2tupjuXbvz3O8fdfBA9BKF9EauvPn3hk9Rf
vbHH2k95/KQD4OoERJviPa4I5SrXyz4Qghio4HuQSN3omjTA47EPQM+LAROex0Em3I9+NNjgBrHk
PMJtx3YXU1wFSwdAitQmfrnb3pJA5SsKNIACU3sABYQhQQrS6YLIs1jkoHez+BmhB6dLQhGSQDj4
OVGEkDhdFJ3RQhO+biISHNwUFbckDP5wSQtDAAcUgK7gSetw8pIX4gbnRQKKTV4UKZwH6Ue/DSIR
imRDY/P0qELmcXFxdJJg61p4ohFWEBPbO5ELqBY8c80tSctTHCExNsAgLg8oq8sYRfZ4uhxEj/+O
QGCCJ0N5uk7S8XQSZCIXN7ikFWqRlWhckhNBeLEKGqFlwJuaLjdAgh5akXCYtNjoaIkJNLoQVJ18
YgefV8pT0q+ZiEOcEsumxDWC8IWr1GBtRvi8ZbUwfiBUohOdcQO6vYxuKoABE5zBBGJy85q/9F4k
MebDZtqTCUYQYR3zmc9lQjF+duwgJkzJGl86EaAZdObz2KnM1H2ghlTjwAfQdYOBppCOwLRmvNRX
usi0k538rGMSRNiEJTZBiSN93khRukQlOg+fIKxfLK95zXYqjoj4DCH8FmfHmBYBn1RDwEQVwEgx
omCAPaDl6QpoUW06AwUqaNMHBEECFLiABkr/1BdMXcoEJZb0q0woaT+7GtYlhrWsK3WmPX26xnVu
cZ3tTIJK6QjFdrYznyh4wLnISEZyfcAFKLiB9IqwRCpOcZ0hQAEJbjAFLZAAh3M7wa4wRYKK/LSO
oVSpCM8ahCkwQQtlbUITOEvSJRZhtMykX/ySutY60s+qdOzmZlGZVBGO1QUY0OvUfIcAHWIAAZVt
J+K6SUerbmELc7DDG94wBzjUQAbQrcERnEBd6GaqpnVFbVib8DzQevasJZ2CZk96WtKW1KWnzGhh
Y+aCDYTgBnXUaVLRW0p9dlUYOaSAGM2HgBv0knD2jYELppBcOxjYDnBo7hu0IAPpUtcJR7jU/6fQ
qNPslne0TehCE6bg2SmIFrzl9ap5T2vW1NZ1A7j93SI7SFcN/rSdNxAsCpiwwQ/olW6OBC5MhWtV
EiD3wHaYQx0SHGQyaOHBzw2eC5xJ1ySkFK00TgIVRpuELjCBw54VrYbBu90LT6G83WSpKY3w199S
IGZ01GZtF7tYq84Ypb7a7wOEqt8PuLR3D91VkINcBwXP4Q1j0EIUnMCrhRF1sfEKYbwAalonl/e0
ow2rlTM8hS5UusNXbsKUi5DlsnqYtP7MIBPc9DsKtJfRt7zqDcRI1A/4V7AIFGpvFfYAGy/2AzHb
FQUafOA5+HrIWvABrximgDPjGqF43CCGz/97OtEWoQtBoDKGr8zhLUzB2tsF75S7DNYn+7N3CKBA
sWPWSzbf4KEfkIELfKADAyAAE0xQwRjPZ8O9hnthLIDudGsABzTAAQ5HrkENzfW7hy55qXYtQm1d
DNa5fvisGo44Eyxt6Wt3WsRVHimGSbxxET9vkcVGAAKIalV0y0AFAucVrmE7allzQNb6xWG6903d
MDgh4OX6XbjHLVXCxrWusoV0WJ/31S9nOAhbznK1tXBcimc4w5KWNJU/a97soiDcvPUdurfOAXcj
YMZ2jZkYdR7zdDsYwk7wgrDNF8aFYQrFM+7mV02bcCh++MlgnbaGL23p4/r9uFj+NKY9bOX/qIeX
xtpVoLhlEIG62VDkkEcADFDA0hu4u/FYN9d0nTBoYSu+2OTCwA0Ce9nzXjbhpk84p6888Q9Pu8ob
rvTfu7AF2jO99pfOfcUr3tjAZznpMdDlb3kLeQCIXLcbKOnoXfBYhfEq3z4g9LDNeb5fwbedJbVv
F8BM49Pf9Hlb0AKWKc7hil95934fwxjIAIctjOHvgA9/7ZtOf9pfG/7indvIETAA/st8bjCDAjCw
AaFnXVsXei5jbFUVY0RHYj8VZi/mfdgXgd0nBu83f1sgBu73d7d3XBr4fmNggWQwBnCgfiC4ge+n
gRkIgha4gR74fkiQSwgAADQ4AAqELi83/ze8Yl1sxzDhJkYDOHrZR2KoV1btZGVB92V1Z1pLpH4W
OAZuQAZoIAZTiAYhqH5kQIVZmIUmKAYjSIVRuIVbWIJauH5kQAZhCAdnKIVAUAMEpwA0CAADMDU4
NjU7+DI+qABzJlTptltDqEQTOIQ0NoGBaFeyZVfZd4VZuAb95gb+VoVoUAeR2G9UiAb+5oViwIiW
iAaOyIloIIWVSIWiCIqWmAaeyEi/FYcDYGYyh26lVmw2tId6NXPQhQHBZVbQ1n1kVVd2ZVfbl326
+GwvdoaiiAZrkIVVCAdpUAeOSAdwIIluUAdiUAdSCAdgGIlkMGRrEI2RKAZq2G/+xn5oQP8H/kaN
dSADdNN/CgA8eUZwVNNqgrBqCqRv0CVRm7Z9NEYFgEgFg8iP26dEGnZ6dsWPusiPnuiJUeiI7EeF
/VYHdcCIaQAHjLiNb0CFEzmNEvmMjJiNkViR1liFQ/aQQ+aGvyVUuyIDm8NqLwd5NzBxSYADJHAu
uyYDOlADOoCOHzCIL/Y8E9ePdTdpFMiPLzaQNOaQRjmJ41iOGBmJQzaJ1KiMcOCIjpiRDvmMVSmN
1Mh+JMh+jOiQaVADmXeD+hd5IgcDQ+k7EfABN2mTNckBVTU9UjZxl4WPPWllc8kEBDmI+Phs3dcF
RilkRtmVWPkGRkmYhXmU5miM1iiJgZn/kZdYgiG4BY3IfipnaG9IliMnUQjQBTdAaRtQa9AlbD5w
BDoQUTXQk0rYk/lYdz35YnZJl4XHl0bpkG9glYxplYZZB7mpm1WpiZ3IiZJIByFJBnSwhibYfl1A
gmMABDKgXyvZf5HHSA/leQNQUExwA7v2XOwWXdB1Zj/lj3dJY1ZmZQRZeP4onnxZeBPnb7ZZlU65
m7MJmLSJmJxYkY/4kM/IfllojV/YhUFQPgjgdQYgUdMpA57nOyIkXh8gbDR5BErwXNBFAs+jnuO5
mvhIkEJJoapZoVY2guLYkA4ZiU55lfFplLbpmHBgmM/4iGf4iWsohVgIBAoTcwrzUDIQ/wIPhQAN
gABBEGOVdp0cYKAN1mBDMKQ+IJ51maQVqqRJyqTjuX5QGGghWI5DRoKTKJh9lqW7OaJ99m+1+Yj/
BqZTqIZo4AM5hgEC54q81aM30KO01wVIeJIyEGE0yW4Cx6FOqqRQMJ5g0JNggKddsKef6IXqR3v9
1m9oKJkk+I2zOZuWiKheCo4vioVhmqLgqIZGMKNGUAMrwKNAEASfqgVAkJykSn9BQAINxm7CRpo3
uViA6qSvCqfi+arfqJ8kaIHWqAaSqajq943/FpLsWaufeIHz96Zj0AVneKjsiQZBgI7mogVGZgRG
YGRYiKyFeq20RwI3eZOiWZO8Mp7gCv+rE7entTdxVvanVjYG5jqektiIY2CJXjiCF5iccJCc6ud+
60emI+h+pPp+cFqsAHusLpqsZFBoFBAEjyqFWlmCXaCGZICsEDsGLGB2OkCaNaAEwtZL6RquHLun
svqn5dqhfwoGW8AE6mplK9qQBxmFu9p+1Fp7xwqwbyqzVhayx0qqD5uzakAG4oWOvyMDjyimnzi0
EfuwZrAC6YaxBjoE0vWtcNqncAoFtQey6Hqs5roFHnuzdYmuf1qbkvil4OhvhfqwMTuzZlusEwez
b9qvpAqnaNAFzAoEqKoAO3ew1SiOj6gGn4ioanCzZAAD6eYDDzoEPkC40DVxNwunivv/sHCauGag
uLXXBSRbquZ6srXptSs6ZIe6lf16rGVrtqC7romruHDrtl3AnMVGt+FmBGiws2TquntbumcIsdBF
aDVAuEdwBM9FAmPAtX4Lp2QABg/7p4z7uL0bsU8ruVvwp++aopf7vJWqn2fYtznbtrR3s57buBD7
sG8rvKbbvaAacyIXBEYAt8JriWDwthDbvRBrBjE5BE4gXQ/qBEVKAjgrucFbuqXbvdzbBXKArOj6
uOoLvJKLBnJwqLV5qMr6ja07vW/7tmS7uKR7rFyruOrLvqUrtyJHtwcrA0FABmpAum/7uH86wnDa
rEzroNM1XQ+1AiqQvxdsuv0LwbJL/8Dba71S+IhywH5wYAYK7MMJa4lwu7OlW69w+rjBq7f+u8Qk
nL9moAZN3AY3o18YcKpREATCCwbHm76lS7xdgMTaegQ+YJOC6wMscDNu68UCDMAOTAZmAMJogMTe
O8dfDLdk0AZLrJ9A3MN8DMJSqMRqyMXBC8LGi8dOXMBd0AZJ/MQkjAZ4DAZGEAUkEMlo8KeP+794
TMJqYMmJLLlqgKrs5gQVG7/QJcdHrMTDq4aK/MB6+8BcrL/9u8Z3HLyB7G9D7MM+nL71+rj1+r+V
/LaKLLyKjMf/awbp2wbpCwabDAdgcMz5+7/KbAaZ/MXKnMxJbM3CG7gQNpoQlm6SW//H7PvL+LvE
NOzLNwzDQ1zJTKy3w1zJzOzOYMDMzDzLXPy/s/y/0FzJdzzEYIDJySwH8RzNAH3H9dzJxbzJ1azO
eNwGqEqaKxx9LEACj/vEI5uc6Bq8Jty7UCy7XCzLR7y+wfy2O7zKimzO7gy3beDI8PzOJb3EciDN
0ozRKd0GjJzMmwzQjtzMMP2nOJ3MNZ2/vLLC1DVdHtzJj5vSYDDNI7uzAW20XxzCAhzNsLzQ+AvF
Vn3PSyzPwmvOl/zLKQ3QLP3UjIzPAY3PiazPJc3IiTzPC03RAZ3Sz0Vzm7crWhAEKhDQ+PunSK3P
JVzAilzEfQ3ByQzPZA0HI63SLu3/0k/8BnKg0l8dz9JswCoN2VCM1MVM0z08zJ3cz9Tsv0h91o+s
zs1aA9QVfdH3AUHgAljs12LtyXq9yE87z8KszvFsvjtL01ady/Lsbz68w42d0m/Azq3b22/w1f7L
0o59yet81HrN11q9xJa80TadvlGgAoQbfUMNXcw80ZtM0QU82Jx8x907BngMwSltvmAQ2TPtyLgs
B+uNz45c3JLd2Aes0pLNx/DN2XJw2ewNxZNd2RiN12ZNzFlM2ySA3Q/mBLti0HPs1d8czJtdx3VM
wnXsxZjs2L99wGRA3/7G4fSdogcsB4zN2IYt4vhtwHycvges344s1pls1cdcyY18/9Qt/r8koASb
t3kRvcnq3N2bvMlMfNZZ/MyuTc/Ba8wsrd4G3M9tEOIfbuIjbuIK5rwgztgobgb0XdkqDdaRDdnB
DOPMzOMLfcjxTAKkPV2DdgQPlWEAHNC/XNEUntS0zMlNfNHJe+FN/sT7Td8vXeJWfsAKJgeB3lyC
fsC1KeIhzse4rNWOLN6ZvNfCrNzJrNXMjKoJTl0TZQEakAO4TdFhzshA/s7f3MSj/tHNTNBa3eRg
7d5Y3udYbtgj7msJ1ly+RuuFfrmIfuj37NjiHdCfvsw8vcSfXc1w0KxCDWHkAgOChdeNzMnJbL7q
/NRcPLLZS95l3c/7je3YbtX7Df/F+23AlzsHgi7r5J5gjE3rhj3fwZ3L/hbjvp7MtZ3PoK3PzZrg
UWCgUTDTAf7cNK7MlQzkG13hb2uCtGfWcqDl6z3T+x3ZB9zbIG6p4v5n5i7uljriy2XY8hzZ77zR
sh3mje7MEA7qYICqEysDN8DJAw7OBM69ff3sj9u+2fu4lc3ICe/IYO3rWO6/853uIn7ouF7lsB7i
lsjhzLzi4v3Ub47WfM3OdVywQAAEN8DIzBzyEl7M+vunzCzhjOu9L8+8Yp3bagDQBg/q+CzPO7zl
6X7xjX3x983bGM/bettv8QzMBpzYZs3oKF31QGADFQ3MIIzSg9wFPN7Ur/zyxqv/uJ7rsRTd6J2e
22UP2fK84Y58qGaA4m1w4umuhh7+qECs0hlfrw9cxAD85hv9thttBDagyEps9WYw0XAq6urLuBL+
uMs7cS//r8Qe7Izv6O7c6Lic0pWf0g28iZfa2L0sjg0Lx8a/w8pqvpQ+6Q0b/SKdyHO+93T+1IKf
ziUcwJLbu8d6+9bLBIdfe+prz8Fc9In9xHcM+nq7sw188Orv5slp/FttwJLfBW+ArO/s6/sLsXqL
zYBA1taFRtjVRQaUo2amhtjlSAaGBtZVSXaIOXa4eXi4BdYZ6sl0ONmGKdeFitqlitYGK4gGi2aG
Jkcmh0tGywtHBocGB0c4bCjc/5X8WlxYqFqcS6tM7WxJKakGZFNo1uXt/Ygp+c1ZCQ7ayVnatbnV
9Q7ZzSgci6oa60rp/vn4Hj8FXrtHY8ioIRMMIcFMngZyYnjoIKJRoTRlsmGk3MNy7iptGpPOoad4
nTax+0QJDhhiK28xomdGZTGHJQW+C9glYMB/NuFpyRmQScAmXZg0YRIEaZMiR7s0eVpKaCmcIw9t
60fSEqh2YN6NGvixa9d+A9+xA/OSUkpXwaYVQ1hTpKdNFgm647fln86iR4M4TVIK6tGo8cwKxLnl
xo2cVXmC3agOL1aBjHPCadRo2C5hm9FgmumUVE6incYZKvh5zMExdCnfZBw15//JvA7fdQLI5J0N
IIeoNv79sXZPdjzjAdkEbRKhznDGANuihWiSKUSJ8mxtuhAw1qzbxauMU2rfopV7Fu7dcLdsvkyE
NnRcfLJrgewCqgBho8kWNIz40xImjGdkgKRad5jA81pwNUnWHhOAGdVeX0wYUYQRSBnlVFCM7RUU
UX7BkEMQFSZlYVJEaehYTyqex9MUSdgwgw0WlGDEGP4pM8wbb8CxY0KYFDKgOrY9xlqLTjURBIVG
GBEEDUYkUcSERQBRIZRTsJMbPFlGdWVRgO3mYIMXdkkceaWYpCV9G1I2hRQ2vKkCjC7MeIMUvQC4
Y57D+NLMQcHQ1dqCIpkFJWDoFMbApBE0QNmehRY21JA6/YxxA29qGmZYWVp+h2lleU3xBIw/zKAB
nG/aAEKcSWwhB49v1KEjj7L+R8Ybj2iHiEQD6toOP5SRxY6vZA10IEPF3pCRpHMtC+lv53UhxhRv
xkitDS6U8KYLNmC7Qqo/bCFrHTzO4SqAhey4iTWeHeKMRZgcZd0j7MqbnSfFMlQJQ2gga6xDpslb
yGPwwTPFqDbsIGqMpZoK46k2aBCjFGjEquOOMe0JzGbJGDSNacDM54k19rbjyMjkACnRN46AAYMR
2FxiCTkTGQJRs3khMWq1M8SIhA2BAAAh+QQACgAAACyKACMAfABXAAAH/4AxPDEthEGFhSg0ioqE
hoiOkIOQkpGHkY6MNJgoRTGai0E0hZiJmYsohKmJHSgora6wrq8oGZ8VMbgouImLpTiLiy2MiMSC
pZeTpY7KkDHAnY2Kyowxqr4oiMKf2JnZn6kVrrm5466ou5qrmNvQwepFlMuQivLBMTQ4jvdF0tyN
zdR9wvcNhYhUCLt9E+cKlziHn1qRg1dt2DtfyqgFc0cxVCFlwNyJ6hSjH41DjQqZrHiKUcJz61aZ
i0VrZrp0haBl6vfokbpgLS5tzIdMnqZI1S4S5FnoUq9L6lpIXJfJmqlsDW/RIidu5Lt57Che+0mS
0rt4qgRt8kS0ab5Nwf+8rjOKzdkgpP+2pgN3M6G+j2CDInJKaNMkoJbO1jNEY+UitiUbRSZ4r1Db
T73M/XOEj+DAWQfLTW1VAdImeYNGEZYnODGKkSs9WQT1+nFJfJcYL/1kkiPLmJskB33piy84ralO
Ao49FxMP26iXaVKpKCS+i9VPrsVtGQMK76db+hoGzte9zk2tJkd4nD1h7I48AURf1Dk3aHL5pfIk
CrLlaCh8sAEGMmDwgSGdpabPPYoEgY8+MQTBiIPODPQZZwl5BYxQQnUy2GCPNciaUNS9VdJ/cKUy
SBFEbRIDgR8YaGBz+6TC22b3KHfbZNV15qJOIx0THj0mYcIUfZa5Y2T/SjqWJMqGLprHyAYxUoAB
BxhgYM0gh2h3iWydeSJmI1JqZ00or5FilSgP+gJmaodICCZzbwHDjCN2FrmJUBEOVZJh3JBwJQZW
WjkeZbjZJqY1jXiyYm33+WgNhdbYqYxTbLKDTI3hZbTbSZGxKEqXfU52VyEkFJolBwH+52A/bLEJ
qkq3SdYZSVFumShVl34YWYihMlZbWYXp9paZbPLHzqGKhEDoB6p+QEKNnSXrJYb8CcZmbRKC6hll
mJ6HopIopsQJT54qmuicty3IzScbqEpBBAiEQIIFvoya0yZ2UpftmY54dVJy+gZhklewhWrZMdHw
a2JQOVaD7o6OWrMo/ymm9BJDjBw0gCUFMQrrYqzb+cfdq2FOupaNufby1z+HcjQwXEJGI6yeuC16
G2SjhkeSKx8g8KyV0o5scaI73zlZigOXGlTSDQrJWJw0zErxfPZoWmeZPfdc7Z4Lk7DBxwYSbSaL
t4Hq5cj7PWOmdpDmCqZlcSI6HlT33NWPvsH2FuWoSa/ddWd9BlFllVlKq0KpyVrc6K+yWqPboqI8
1y3f4YW0dqIvR8z0QE03gyBggl/rCW4xEtoABSA/QIEKK+4tOG5HKzdqI3amKPmeiB5M80VKQjbI
INHIhnnXbzc+demexIsABwpgCS0GIdCMD7smGv/0wpBBGWwLGzaSjP/t27Xr5/XoOehmcvs8QjVJ
i87uiQvQTm8loRiISVT8bH7pI+Cbo13K3gaMt6VMREiz3XrY0iC4jSl+uJGV+rwWKxQUqn4gsxIK
FiSKsyGNZCjzoM50lrQI+esYEEMgxHL3PsAN5oOBSxQFC6cdsakqS4UKQeECpzyS3cZrHlwb/xpT
u7ShLGmxgljapgbD7ZxkUVCUYdU88YHUZZADH8ASCarWuChG8WzbkaATuyhFMl5LhDAE4RhjqEb9
IQ9aCMiiAur3vLap8U9I3FkIAhSgGJAABX9EXh59SEa2+BBUUTRiyf6EvP4MMmkVeMCVohc9A30A
kLXRDvNKskcSBIH/CVpIlapOQCBLCs6LSctUrIyoSIrl0UuALF3PUCkmZ0kSZEFDgOswgIANpPJs
IXDBFLYwBzu84Q1zgEMNZMDMGhzBCdBk5geQ5aUeiMII2nEjFE33QzRGkY/e2SITGLk2bDpyUSgI
Qeso8LyyISCQRHQkDVzAhGLa4Z52gEMy36AFGTgTmk44QoFs5EZrZnNU1uwTELgpqmw+0hPjLEIQ
NiAooZHgAwZ7KCfZQ0VJ4o91WUKABEbFoiJ0cgr2vOcc6qBPO8yBDFoA6DKhtYEQlPQ2EXWSdswJ
RTF1LYqNPEkPdpaDIlySlxS4aEmKqlOTYvKPdkxdOx8QR3ZOUxQk/7hojGTgUpfWYZ9zeMMYtBAF
J8igSnP8YzfFtNAgGDSjEL3m2dr6xJ2BigmzJCkjvyM0CqBgA/3BJglsGoLnzfEDe7QpDYIWNEli
6QEfgGyAZCQDCvgTn3PILEu14IOzFkoBuOQWF9fyqlHhdalQdKvBsClRGpjTtUJt7TVNq1Mj8JUC
oFUBYp26R2l9QAYu8IEODICATuQABdAjGgUaMEkEFIoFzHxmDeCABjjAIaY1sKKVhFZFSKnRQePE
60nE+0mJvtWaRcBmEsxL2/TSAK8sIi8TxpveAIEWAQiYowsCVEUZqCC7Z5VWOllEgjg+z8DsZN1v
pQvNMDgBu1USmv9zQXtRsYmpoV2MKEJVi9eIGiG9Ep3vJzn8yZKw1rxFSMJ4TSxbFDg3l4ytooyz
SNzi9uyiB0bqi/35zIA6wQudLRuh+moginIrtXDJnXvLa7DwfhKbeO1BEXIwYilj88NM+LARolxi
9y7Zyov9qAJkEIF5LRe/aC7ua6QsIeKW+cVW6nFZO4s43BINAzcIZBGkLFS5tkmGTBUxbD/53hR/
cr1YHjETirDoLTP6ySF2NJY/DIQiFMEFGeRlLtEMAPzecgMLfaqVsHRW6PrArJ79KKGotIEB90fK
JiaipR1msbV8OL2NBvGHy9vhLDNayh3e8qEfzYRiK7rDjJ5yEQT/tV0FIGAAz1Yw/q7UahcMaKsB
lrGM5MXq/aIAvQbddWMaw1q6Io1NRVXxNSGK6/e6NcW6xjWv15vlYjcB3kygN6GFfYOhIQAAAB8A
4rDEASKfVZpCLpRz6zhY+O1ZFB6Or2u9HINFL9KRigbxotebcSxXnNGLLjaWkb3eJOQb5PTG8pQD
1GyAA2AAIPuogg+OwyErgKpx/C0ulb3ooj6a0eSWKERpsF4xffitff5wUbVM9Nh+uOLv7nB56V3y
fNe71/c+uZYZHa8Y/TvgSFWwjPsK2uXiXJILZiYGNgBskoo34hUvdJNLwme4yrDDH9/60cvL9GLL
O9jJNrbfP0xv/793uM7QVsCzqoi/qh7WjzeII/6iy0wsEjrkJSn6oi0t7rdrXK6plXquEy36qYc4
8CH/JOC3XGyr833Z25V85YcMvYKjGQW3vsGAOGBZGeigBjookDhDXJL5whvqxvf8xyEez2yutwkd
pjq8CV8E6Kte0atNtsoHj+/Ap3cDcB5449OM3xukGK9Bi8AHgg/833OABC6IAbA1vudkT3z+5c07
xcf5Xut3+N4A+H8gN2LVd34gR2ymt318B1/aZme85GzkFz1BUwQwAG8kAFnM1Fk+cAQ6AC0cUAPJ
Rm8gFm+5tl7zF2vr9nFTYG9YV30n53+tl3UFWHLJNoLwRXqWhv9XNwBHtgdtaVY/VURnA7AfTWBB
/iQDwtVMzGQlIed9Tfhz83WDB5h61jROU7CCTdAF0LeCK8gE0McEU+CCUeCFIViAG0dsZshrOaho
yNV4NWYAWBSESBhgCBAEN7BoO9hZvncESrBMamd+qReIpheIIfhEVxZ4w7QFiqiIU9AFw+SIXfiF
i7aCY+h3Mih6p8dxZ7hoRTgoCTYo/RUCVYQADYAAN4ACN1BeMMABc7hMNTAER1iBl2iG3neJamh4
+PZJWzAGiygGvOiLi9iIwphvWghy96YFyQaAa7iJnJiMnnA/QpNdY5dLeXaK5heGeEgglOd7wpVd
ztiEzWiL4Dj/giIIgG5ABmQAB+hIBmiQjmJABryoiGBIBSw4hiDXa7SYdfBliSH4HR8DA1Riijdw
ijCAigUIfcQGSP4kXJ3FgcEHf004iyGHbE0ogvq2j0XAjmKABmiQBmjgBmjwjmTgi2PgiI5IjEWw
glqIV10QjmbYa11AiyZnOPhzA0kwkCTABDk5kYwWk/qok8EXfBr4e2flk2YogxJJi80IjiGXjmhA
B9VVB2TAUlDZjvF4ki2pjzPIa2QYhoxmj8VGBfcWk0zAeBQQA/QYlkwQk+tVjDzJBFTAAr8FfBxY
A0rQWRvAlFPIiYSolDNoaStYBCGJBixVB2tQmISpjryYlS1Z/2yOGAQt2ZhdkARiiXqS2GuLFgM7
yEsGopaBl5VTSI+M1l93iYRD4Exn1XpkKZprmWxkOZGbqJUIWQRjoI5wsAZwUAd1kAYsxZFwsIuN
CIYr6ZI/uZbQZ4/IGJlFAAQBIgPOZmdNtpbS6Zpw2XqOeWm/5QN9OAQ+wJ3MBJvWCXKNCZfQl5aN
2ZOol29jMAZisAXUdY7W1Y5usJhbMIwtmQSR6Zhe6IiV2ZiSmHVdcAPOiVv4RQF3WJ2o15LiuWhk
+Vtm9YobeATLtJMKuprSqZe4mJKBV56Ltp6/2QW1OQboOJ/rqYiQiJVgKJzQN54XSo9iWZ3KeAM4
kGD4ZYf62f+S5qmWkrlsGDAETuBMfegEsEgCC3qhjEaPyml4jMloCBmDTAAH78ie68meamCiJbkF
XWCiwySMXYCiLdmIjJmiYRqZeYZfzymgMWChCDqe+Smgp8mHz/RMVbQCGhCTjZmjhtea5wmbLjqW
GbmO7Lie8PibYpClWIqlWtClJoqlwxicKimdkqmf0ukg7IRnJJCKF5qfmnqjJKADR+ADwKedPsAC
mHqnalmdFep3+Vmd1qma1fWqYqCOISmi8BiiIDql62moWbqrkYmlmWqcmxqgQeBJNxCsawkFkQkG
0gkGkUkCSKgDTuCpP1qUkFqtq8qm1hmpv0pdcPAG1FVd7Gj/m+yIBiLaBWRgrl0AByW5rrrqq70a
rO5qrdZqrF3qmC2ZnQG1gQH1W8h6rNcqqcb6q5mKjtxaXQX7rbbJkekoqOaaqw67q4camVnKBMoq
sWtJr5GJrO7akszakmPgrBwYp6fGAiRgsfJKr9V6skywi13QjuuYsAULru2oruqaruiIrud6pV06
BpAKovlZkhfbs/5ar8war2TArGBQRXEKTc8kA3f4rv3aBRWrnzyLssF6rlirBuzYsuaKBi2LsK/a
jmKLruVqBlvArFVbkrt6sVJ7sVCApUXbsUCrqMjqs/kJsj/qY05AIEHgAyrArBpbrxKLsT+7llXb
pV6buOnq/5sEG65O+apqMLPtqAZqm7Ndqql1a7iXu7nnurOXawaXi6VSi6VXKqA1AE2ndmofAAMw
kKZrCwZbcLFVMK9b8LaQWgWaGrtcy7VjoLhe+61aK6vBO7Nce7Od67miS7og2rFgULlderTnyqyd
C7pjIL12CwbDyp2nxrTMdLlq67lZiraK2rxsi7sRC6Ire7mKa73n6rVciwZgMK5g4L7tK7XoCrrH
i7Sb67PRe7S7u771Kwfm2rGg674ksL0AtbcyEL9dCrqg2wUPXLmwu7Oay67mi75c27Fee65wgLRe
i79qsLkfbL8jvLkde7z4G7/M6r4sjK6KW7+dG8PmSgJK0P9jPUayl4u1ZLu8OpyzWBrBYIC71Rux
zGoGagC68dsGEJzBXaDEKly9Uru+9zvA0Wu/nduxLWu9BUzFZBC5ZGAGXYwGKdy/XUACp/tMZXUE
vzXA1VuS0Fu81MvGt+rGu9rGb3vERxzFTmzEYGAGbQC/SyzASozEalDETSy1hdylDCzAiJzCDRy5
6AoG6tgGW4sGkZu484u4XeqsCQxNa7zFnbvBS/zBXruu6xm/muuuWwC/hdzB80vJzCrAYHDEgwzB
szy/KlzI8Au9hqy/SGy/W7zCmbzIxdsFAizKWIu9MrC0AUUg72uuYFzMyAyiZ8uuJQkFOqu2bYDL
ciDJs2z/Bt1MBtvstYJszBBcyLcMyEo8yInswEvswImMtiecydT7zcVLzy0bBDKQwFEgAyRgBJm8
y3Bgrm9ckmbAi7DbvBCLrDprBmuJBn/cBkZsBrhcyN0M0WDQxxIdy7gMvxOtwsBcyOvcxMxay38M
BrWMtFrrzecKz6P8zc5KsjIQBPj7zLtMts2b0+zawD5Lscq7ngLczR0c1E28y5QsBxPdxB0szk3M
x94c0U4Nv1LtzfDbwVLrvye9yyusx/Vr1V4700eruOY8ymys0Dp7tuF7uGad1hB80gLsx2YAB37M
1E781rF80kXtxIBcxCIttU58y3p8zoRc0kebx1K71Em8/9cDDcg3bQbuW9PL+8OjO9kTjLvh+9Pm
/NZ5vM1FrcIdbNWyLNhRnM4SXcgOPMwdDM99HM9TDcj4+8dSOwZKvMGwDcj+C8g83dJQjNY+q9AT
/MBbALqk27xvDdVHDNGsPNe4DNrmrMThjMshfctMDbrOzcAd7cRNjNXAzNO//Mu3LczJvLlDvMSR
Xd7jTd4lOb9yMNTGDNGCzc58jNx9HMXU7d6ajcR8TNG6zKymXciJ/NadzcvmLN2wfLSOXL3T27A5
Hb4tCbpvO8F2W8382wW0jNxC7cdVrdx47M26vM7+i8TM7bWM2gRZOMBUDd297NdHa9XuDNKRbNCK
rLZyu/+8dmu3bby81ky2cb3jn/3K4uzeGI7L4gy6slzV3szcSeACFrDkTK4BOVDafNzBeMzH6TrM
S2zd5N3dsa3TCu3Oke3bO53j1gwHciDOZCAHyE3JJ93jG87cgrzXrRzLQGABN6ACwVQCMHADAM3i
o33ljA3d52zla62zEK7IokvePsuuR6u235ur8NjeaC4Hb3DEHVxdr2zklZ7RA13kea3VHQwENkDJ
xqwGER3WR27IJx25gG3YSFzKubqLK5vQUFzPXYAFO6vQib7Dppyz6+qt6y3JGF7peYzYUg7RYa3m
H77hxgzqsBzIzT3K1d2+Ww3dD6zbPhvHNf69dhvBuY7/pZbr6InuoWiOBpFu6b/+4+fc2omdy0Bu
rpQMBDcw0R3c7F4O4O7LrHyOrldN3uJ72fue07gbx8qrqGMwBTbQBLv47R7ajnG93tVlxK8qyV77
x0Rd8VVe6S1by8tuA/o78V2c8W+834j92Dzd6CBat+Oru4ee7Tu7i/VpAyVgATNgAzYwBbQKqNVV
7g//rX/82XFt0+k6wFOdx16bx0YQ6mFszg7s5RhPv5/L02e7lg+c8pPN4BcMsdQ8BUlgAxoAAi4w
8yUwAyVgA0gwTBzprb8bxmhO5k5JXVnc45k+0HLPtYK84mAA6obs0iFsyX/O0zqN6DXOBAIP4eer
qHWcGKVSQPM2YAGKD/MuAPMwP/NGIAbeWgeBAAAh+QQACgAAACyyACQAbwBSAAAH/4AxLYKEg4M8
hYQxODQoRSg0MZCIg5AoMYKWkoaNlY2ShCgolZcVojEVqKeijaKmKKavsbCwJLGqHaWil56GhI2R
NDi/kDGPkZeWkZSZwMkxnZIiz5rJg6+wqqmpKLmquK62KBK1puSz346WQYeEjIyQQY1FxvEtxYPH
mr7Kq62flTIlE5Ur1ypXCGmZsqVNYcNspnIZYpdIWSFNzoKpI0TRE8V+LbzxwhQw1CZXkiKW+laB
RENyuVrKQqXqWaIWzooYusQjEj1hHIVppCFv301Jn0YpQnQRKcFkpiQlpEWVXAxyMFGo2LZL16ii
8yBNpKFvHrR6kepBszgIaCVPq/+cKtIIatc0cJJiotr2sCVVvlEvoXXUTFmjovR+UhQkby09dUIt
GR1ZrBjjZM4w7ZKa8qDUWRU0wNLLra5mZfkgvYOWUTVRn9AoAkNaMfM9qZ9mnx0UhOSlpJypmR44
MPjwYPDAWnxkLIa8n8SOMTbbovcyaMNmx8OOKci6RJrDjwQ13J9g4aAa/0ot1FjbYp8QFQGaltGv
o8Q0P84NnyI9taqdVR9wg2BiGm0GPlMgM+wJQlSBRcjDiHr8adceU4iw85p/9yWG1lprvYbJYSgs
NmJvzQk2onOSMCeiIoPYJ10ksjkHjIzXsRUKQCHGZpaHtNEjX4nI0HcWiwVWdtb/R6CkZVp1giFi
FlH1zCePhjaqxVSMSdHjy2FV+hgbIR5adhZhaaUlZVGNXQmhmPqtKGB1yNEgYmP09PYlj5VlttF7
S/q0oSKEsWMoMlduByKIBdr4WzLSFcMUYcxISZhiZJHZXHa0KcWcUZ+4uUgk9qWWZ4GR8AYMUb+5
eSWNbWGSp5Ntynqmls01x5SHBQbkCUkgfjKdZZg2B11bhjYHW5bMHYmPjfYVA6SHNFYJX2zTKmtj
Y5XsNxIzxNoqIq8x7PpbiN5lWZ2xtPUmT1q1Liggi8FgFxm6G4pII6yBomhgsfMpa92rsl5Cz4TB
sFnvWbMW413AtdIAgwoxqGBd/3Petedjb9S+6vGRBCecsJh4FgzbMY05SSe78vSU8ThGbLGFES6E
EIIKIciAwQcy+ODDETXIIMPJzvF0k57lbpwvxyeya8y7Qcj3iMdUUikwnRmPKqCKNISQxBZ2hG3H
HGPA4UQUaJ8RhdpnnOFEDRioJw+yS4ucK9Z1e6j3mAtnmo+9zVW3bqzQIVwPCWLbAccYSJytxdph
nBG55JI78cEFOfyX2LmxCn7opQIPuneEr+kNVMf8Qjdovk1DA8QcbzDug+Ntq9F225OH4YMMCLQq
KGJhqh5EygOPKybq0Ppo/PJXhs6u5kCQocXsaIdhe+TYUx6G5TuTEALT/61rPP+1SpdMNcGzEk8l
8pofv63dRagggQ+P32577bffzv0HFQPMd8mwIcroQvcu1KEPakRLjAr2Ni7YNEYCMgjC2vJ3vzNU
UG3cCwF0mlc19I2JfJh6jjHqdr7xEbACH4iCDC5AggU+L3Q5cwL+7me7C25PZxcQjAGXZUIr5e2F
DBRhwHz4qtdUoAZB8AEHdoYBFl4gfRv6gA/SRkP83S4KTpDBByTQQiASkGgkDOMAGRjETNGDBDcI
GgUwgAEKIAADCqAAFy8gK4pdoAYynKEF96gGLWSRjS30oAk3NMan0YAJI6SaEUrnxdHli2cfWCMF
4vhGBLgRAR9YwQpCQIILfMD/CWHQAh/3aEE/ahEDLfxJ+wyIMRoAgR6IJJ08FnmlQtryeWbcEBs5
QEkExFEBH8gkEmawgghQwJgppJwWqvhHVC5wdf6Dzt56YKzMGUtv1iRdYl4FJBvp7UqvIsEk3QhM
n60ABiuwwAcaYAFNRgCTwTybE+aZxQ9gQAJNY50HSzatWiayCD2oZelo2UgWYgAai0xM6SgmgS0i
4I0Y8IERYIAEGMDgAxHIZAQeoAAOaPIBFNhd0FCJT3460Ixf/CJRYjnL1xhhPi99ng+LsEgS7Ixn
JHgO1WAggYcioAHBDMEwgYAGLTxAoxyIgAI0aYF2qjOYTCxfpri5oiJk7jU0/zBCIrO6ISaslKaZ
YkItaclVqvGMBUGrgQR0KjEJcBIBHAgmz1yggw+QQAsruIAFMgrUdGYynQ+IwApAigAJwKCHATXW
734Yy0TG8qVjhalVFSrLDUEwaJAMQsBiQAKfylWLwXzoAy4QAaBeQJMX8CRGR5tOwbaTSIDLlw9t
BASXutJ4V0ooLXsAVpoWwUqJialYXUoPLaZVBjFIAj0ugElgyrUBFDDAQweAAB8g4LQN8GRGM+rJ
Cbg2nZqUwAVERrXaUrVYQQgoSpngWya89JVFSAJR1LtIrxoDls+RmAyCpkWdkUV+FAjmEh/gU58G
WK551S5pMXo5wG70AjNoZ/8IRrjV89E3jB5jgljZy97MBYG9vg0xLeej3JcWgWcvEFoNPqDBIoiz
wDCWq1xD4AKMRuDGGbWAdhvcTvFmST2YemlAZwvLFzaCCcrdcFY3XAREOlke8v1wVhVqBFSqOLM0
6Ox0H4qBuMrYex84pAq8B17VsjijK3AJy8zoYd4q9qWZI2tCExkDDSf5pR2Ob5M12+QI8Vazh/zw
b28gNBJcmQRaZWIwQWvPMcPgt2JtciRYbLMbh8CuqRSyx9SrNyc3h73GIKt6zsKEJjS5xO3dM3uT
gMgPazbOsKRBGvdL62BylgNCO6X3XFLL4T72EkzAJ2c1x1sBfnGRLx2xlGf/6cPabuylSdawqtOr
50NKOtIcjhB7eSY0SPIOmFpco12lzGFjKLfPv4VsoK2N55aaTrPFbnKdjTHkOgtRWUbQsJ2ZjOf4
Bpq9kHWvvKVsBBLgtL/29GkceVaDCrD3w8bwqp7tLXFfw5J0En9fejdO0zqvFN4QbzVxkwDtPmc7
2XpmMoiZHOIY8NeuPFOAJX9pSXsCtM/95i17p6xzbV882WHdmJN9W197sy7WJuawoPOt2WwLetV6
TrKgmxADhufariqw60Otnu0kizjVJe95qIlbZ22XPc7s9urGh5xNE7d75a7m8Iaf3mdTe50J3F6x
Bjm8s+OuONuARze2A91e/8Bv3Mn9xrNYeZtsgB8y1JNVOaTjPm2TF8HUKu/C5fFua6U32dDH5Z/J
n075u9M9ymDtt8q9nuQSe7Xkr3wy1AXtdcxv2NSmVnXKDc9e28u71mXHfN0t3/vRA77rqlb51C2f
ZBrIV+BeRWS0Lz/84me7CaXucxckPwXi6/nEH6B99S2Pe+Nb3sS1p37xy89kVjcZz5reMLatn3Lq
C1/f6re/0uXe5Ps3OfD+J3d0B3UE6GomJ3UaJnzut2rQ92Fz54Cap4BM0AUOeGoaFnf8N4HqJ23s
pXnSJnwRqH7CF4D5R38Z+HTst3nxdYH7J38aFgVyRwWm5oFMQAVJRgX6hv+DmqdcXXB/HIaDHIiD
/xd4HMh/2Kd7JUh95zYF1/d/faZcR4h9SPZ/DuhqUsiCRQiBOQh42+d7NSh3P6hvGiiGHiiEY1gE
NDiEKed7R9h/kKZ/TYh5TfBhmCdoWoCGGmh3Oqh9/7d926d9X0iGgNiBMQiGYtiHOYh9QLh9HOaB
Qxht2feBaqhy+3d5V4h5fsgE3adhjPiFJjeBcveHNMiIeIiHQAiKaNhkOsiBTsiKRbCJ/eeJEchh
m6iJIlhqUCeFrCaDX8h+e0iInAiKi6hhq6iBmRiM+jaKyKiKoJiGoNgEHniE+naFpYiFGnaH7MWE
+vZhOBgETNiFmdiJx/j/i0AohOIIis2YjpkIBZrHiMNYhO3Iilsog6k4g5wIjZz4iv/HhB+WBLyI
ffiIjowYjuookAU5kAeZkIFYjqhIiuMohmR4j0PYhZyYZMdYiH6IjwS5kerIjhMIBqAIBhvpkRxZ
ksiIjsiIkAYZjMd4jh84gdiXBBu5BSYZjiU5kDU5gSRJkinJkum4kirpkqA4Bdv3jRqZjJzYBVvA
BCDph055kH7IjjQ5gdsnkts3BlT5lF3Ajk+ZkDmpkASZlEOJkkz4jZrYjF0wBpmollSJljrZBXDJ
lEqZiWQgkmCwlFhZlS05gTRJkk0ZjHnplem4lJk4lQU5lQj5jWkJl4gJ/5dNuZU0KZJbYJVsyZhc
qZbhaJVW+ZFwqZQiKZVx6ZQ3uZYTmJekWZigSJgaRphmqZpbGZqY2ZlwSQadGZtm0Jk02QV3uZiE
mZaleZVMYAZUOZV3SZVVoI5KCQWuWQXhqJqVuZpxWZmIyQQ0SZREmZs0qZZjoJmYSZtdUJe0KZLe
eZvb+Z2LqZu6OZnn6Zi1KZuYqZ7vCQam2QXMSZO5iZXY6YfMiZnUCZxK2Z/2aZ92KZuLGZ512QVo
AJcJmqBgQJsJKgffaZW3maCdGZ7bSZvgCZe3eZtdwKHduZu+uZjaSZ9ziZVjoJyIyZy0SZ0BqpQt
ugVjQJPe2aEReqAUev+j5rmgOWqePIqh60mhM2qePqqdDSqkaUmTHgoG+7mb2XmeMRqi9jmXMOqi
RzqX4smeCnqlE1qjZKAGaEAGZtClaHCbGVqkIrmlY4qgEbqdapmhCQqmBSqfaTkGbVqi8qmcc8mc
UqqdajmlTcqnMEqbEKqbakCmEuql5gkGcEAGbUAGC+qlCwoGOLqjWwoHCbql3vmmNHqpCcqnF/qb
iDmZUYoFczqXSjmidDoGZLCqW7A4A3qbr6qmIokGkqqbgqqmt6qpGDqrCKoGdamjOgqmDrqjQzqZ
qLqVfbqYTHCsbUqncwqjfGqedIqkNLqhHaoGA1qeEXqpaQkGhYqrtYr/qRrapQ5aq7RKBnDwnRmq
lmYQo3cpp/bJjskqnHNJntLqnapaqs46rc4KBm3QBf/aBiL5r7fZBrRKsOjprXUJB0W6oWqwqd66
pdW6o5E6pPJ5sSOqocq6m9HqrGSglm+6rx3bpDKznbR6sooqqSlrqwOLsjaqm2jQqGrKsGr6puYK
l4OKqRjLm57pmaYpp30KtECLq6uqryMbozDqr7r5r2DgrXYZs9cKq9gKsHX5rbrJsOBpsHaZrrSK
oA1LoWQKl9tJrbtZtjSpp6Iqootpr7SJqtrZtiSblhtaqynrsGBgBlOrsihLo4zKoGPwr29qsF4b
oYOrsbTZrpJJmbqp/5a7yaFbcJvZebE+qqP5Wrlt+6zQup3Yyqg0+q9yYKYny7RUO7DoyaHWeqbo
aaOzWqQHWpuNK7YcG7u56aHESqzNeqT8ujirGp54e7dO27XY2rtTC6EFe64NKpIQ6rSMCp53S7gX
arhsmrjbd5vKCaLxOaI+Oqxj0Kltm6pl87GLurtfqqbV2QTQGKEpu7eoa5eNurKn27oWSqOLi6VE
up6YyabdeqyXW7RocLuLk6q7K75oMMBigAZJ4AJNlcAWoAE50AZ427sMW6gSLJIMy6A0aqbyC6sX
HL34a63daqzze79qi6rZO6cfu7vf66gDjAZu4KgFTAZAYAE3gDMuULQCMHADRuC+MLu+Xbu310q3
IcyzIOqYuSm/I7ymYlubtxujHwvAKtzCXwoHBVzAA2yplloHQGADMisHamCw7UurDEuzxeuttDq1
VgurneqsMEqd71qe5CmSpJq/SVynbtu9c7qo37uoLLyqaLAGcODHA1wHaCDIadDHbpDF7UujEAqh
CAu1n1uustq1HHq4I2qv9uueGnvEMiqidDynqhrAq2qpaGDFVQzIbuDHdQAHdSDIgQAAIfkEAAoA
AAAsxwAlAIgANQAAB/+AKDQxRYIxKIc0hjwxLY2CkIcxio4oIoiYipIojhUonxUxnqGhKB2InqKm
oCSeEigVrSivo6iIlaeimo2SlbyImoqDn6KHji2YjhkoRYSCQciDjoXCt7/VmZ+avsiYn6enxJ+w
oOWeraq1pOSwqqeliZi8vMLc8ZvVmpDHiJOQg4oK8YJ2jeA/Trms/YqxkBOoQ55yrRNFIt2sVbE8
tVsnz1q2e/2s5cumAoUKEpw2xROEYyANHACfVeN17FqyeYxoZlsF0Rs7dhpfxXj16pQKjsQ06mu4
rVGIIFu2BHERIgSKCzIwfJDhI8iRGjJk0BzraBA1hgLz0WtZqZKijk3/J/nb9OmSO0zvRJGyCAul
xr2pQs4dK0mCkS12EtuZMwaOkyiQz0SRfOaMkxoY8EUqS7BRkJjNmLHE1tTjsEGes+0adwiTxtat
1WmAlReePEnBDgVh6EiCYjtwxiB5rGVymDPHkSN38kFoDEbZYH4mNImgsERjDz5qHcyQXEe7ty8V
p7Jja2+wzXtnSxhFECBz3gj3QbyymsqVk4fxIQOBhLM19SONPwB+xoxncjHykj+n7bZgDEFAsltN
DAmmkIXn3VNehRCixhmEDPECxBha0AdZGPcdp6JyYTCnlQQSoLaQI4wUsSBqMNFDFm+DHRjJdTQQ
1IwzibQEEEMwyeNI/4i3ecehQjlZc0wQKkQQRHH43Wcffvi5+MFJp33Uz1xqjfYcQ4xAE2SQ0+jY
zJuGdLcmQ4pE2Bmd4YUWoly7kZDWdPOUJddQMtwwGZdanpGoZC6mck2OI5k1CHTXBdgUkAa+SR12
zdTo3mlGDjphhcPw6YsEHwQhwwUSVHRLhAwR1BIJMjixpZb3LdpiVhGEEBOPpPYSokA5OZLkIc3U
VKczzcwZJC+aOjlMs3SiWV2dg3zWWREh1OCEDxxohQEJF1xAgwpyXfeBoZPhuiV+UTghQ3MXZBLh
TNgBwyENpYWpj0Bl6TudjdrOcyA0CA+j7TN0CqhQhwzcABYFGGBAAf8CGChAgQQbXFBSESpU6W2W
ipacqxbyVlwvdtcJa69HzYRqSEoCbTaXtsYOkuM0By85oIH8wrpmwtMRtNUHFFOgMcYIXIzAByus
EIIEF3zgRBhamFyyoijPq5U1Bt776mmDZcujaTx2xxvQaF1LHbWctbAbtUMOLGCw4NFQMQdLI6Cx
Ah9AjcQMK0RAgeEfGHeGFu6mjMEFJGQ74M+lLjjms/RMV0loTTHiVtvUzakpjWjpKwysn6kg99vY
7fYZDRIofTHgPviwAgwrWPBBAxZEHcHTgT/mxPDyfqBVrGHi1o8vuzDY0jySQyhowXs2O7BZ1V0L
qEAxO/tZBCRgoAL/atgbGIMKH4CPAMYY+GAEDEjAAEP6UEfwgAIcRP0ABfyBhYEEDEAXm5CFpwZV
K1RLqhaphiYqZ7ntWXMaWOmwR43pyEhuEtDKViTwGR4E6R8wkMD6ENCAwIVgcEBAgxYeUD8OREAB
UbNA73QXOHFREC1HilKyUpO9EAFKQUHQ1rOGNMRNFeF1QahRIYRYMMxZT24fHMRWWACWGkQgRIMI
YbkQwIHAbcUFOvgACbSwggtYIAK7g5ruYviACKxgfwgIQYc6FJ65yWVI1bogdfrxPAExcU2aCmT2
jjSJHTYrR8lCmJskIAOwHI1ZKmDACL04r8Ct7wEXiEAJLxC1cgXO/36cPGPupNbEAjIsVAubRI6w
mEcCaa+IgRRiIBekqQi2CSBN3M28qigDAZ7kaYDzYgMoYID1DQABPkAAJxtQNTSisWoTcOMMoxaC
CwjSgc/yWXjaNqSc6AaLQgydBK0nOSMhEXui0544z9XIsGwFA0O6AAUCF64HjHCE8/RiGZuZSfqF
so2YnEHvKuCgQdLROzlJ02pkRMQ5NuOP4Xyo92DptiGRkzpC3MoLwlKD5nyGBE675yS9aLwQoC8C
KEXpByzQzA+EcgUSkOMrWZc9i1YrnKPqhx3J+bpa/pEQ52SdIH0qKUKMi6NHa4YIjbk+DHSRpJCz
JkNiOsqqmRCNUv+jYxE3dUc+kW+OX/WhJj7zpqGZFaI35GlRh8o6GsAgLLRqZODcKq7AVdJ4kFOB
TYfUnKqgNAR9naMF7UhTEKGzaFotJTeFus6yEuKsQYusLN8G2d3w0pEfCCEHwuI1qpFAr4uN1iTk
CINQuO2c2wudauuGvB6yskM0YOs1r0lW1kWUsWzdijvn1R/AzYtiLpWoBNPJ05nm6W05wCgNgCBc
7IGViXPskBEAiVvcmlWiF5XtY4uQAxJshVZHw8AINbaVGvhqr+u042eAsCYjvNJBEiwaIQ0LqG0q
sKvaHWpsH6stG73pTcwtJHWYwMAhgWVe3pWBApr2t6YZT8DExa//UM3a1viWL4Jusy1GBXxE6mqq
tm/S1h+nK8vYMiEGBP7jm1SAgXa6s1WsWl95ZSA5CzNWnB3KgY1IDMH1mpW9HWKv6xC7XBmldcI7
3i/BlHzdtxnhv4RIMQ2MAGLddpSDZtHKZf9T4XRWtsCDai6ICkstdE4XRA8twpKLMN3/6pisaF0z
UHvA3/0yQZZkfTOqvnRWRvLyA6zk7pKnXGce83ichMhBwd6kY+ky8DMkjhVXDz20suK5vYJkwn+D
8GQUl7XTUv4vhVfcTkA/ts4qRnF1T2zT0J35zMWd8nKNyFWLohWiNvI0IKf75GawWsdBsvSS+/s2
C0IqCIGrc5Db/1tkC982xD2ArmwV/SzCWg90u7kzpoPUgw5PNwlq7pCmCZFkAAu62yjub7e5DWmA
HBuyQvbwaaOt5GKv6bCyznaiBa3cNifax7BGi6/JWuQOq7m2Jg6xrI9YhHUHIdwGRzeblZzrVeZ6
2GelN6XjrDkEvQnWjRakj4EsX4cm1kbg7vV07xxtNquZxAQuwp0nnnI1t1zjBo9tm+N9WtSQ88kt
Tyer24oJgVSr4YQ4dLRVHQR6BxII1Ak4V4NA4E6XW4ihBnbTP8Pq/9Kb1U+mQdUn7uuLK5fRR5T4
Y5+sY0MzuaBHMqvV981YH8NdiO5FO8PFTvWXi/2ITw78y9XM5v+H61jTOpb5w2P+5IejmAbg/njD
mej0t5146OOeeDhvytB9t3vrsp67pYPU6BzUO+8QMrzLH99rqsdW7LGN9tgbrvhgaxvsvv774gnh
cKK2O/DBdj2klwzkUWuL3qDPO6V5nW8dN1rEjO3BzDWt6b5HW/ZUz77ix+566hMi8poePNe57nJt
+1vY65a5qic/8Ho3C+ie9vyUk7x1HiNX4faP+8ODyIQnn9j1gidzAthtl1d+usdqMQdu6RZzt1d2
XLdflLd1bPZ42id7TIdpSRAkmdd2SZaBmpdvE8d2IehAnyNwdxZ+vaZpSXCC2Ud9tCd4BFh+tKdp
8xeDfedpwOf/a9pTgMB3eT+Ve/6XdMGmajP3eEUQbxvHbB13CwpRBOAGbidYBE0ghU4ogNTXgn1n
hVWoaSong08GbjEohMPnaVTnaW33d0aQYteneknnayRGZ7jHdHiicREUJA83DDcRCSjgglMIhVrY
h1oogFDYdy5YiGo2fXxXfoW4dZfnf4rYdC6XhhOHe4eXZ0d0gsymXRl2JC0QDqfQiSlBA1MYhUzQ
BVJ4gou4feVHiKrIgipohayYgQ/Ha7BIfX4IhSk3duDGXD74a2kHiTHwhZA3f87HXcqlI3lYCSER
hVC4iJo2itRniM/4h1o4jVdYiC44iExAin03ioIoc8PYf+B4/2K8hn1pyHIwSHWixyBSgheo8BYM
4Y1dQIpFMAXVWIVVOI9bSIWGOIXeSI9cqGZ+6I8CSJCj2HcrKHP+B3QtKICseHkumIaDaIFD4hGH
8InnISDbyI9U2ATXKHPU948gSY3SCJD7qI2LJ3PayATemJAqKI6o2IIreIIJCW7FeII4CDeSEAot
AA+e0DzZRnXRKHOmCI0uaIobKY8dKXPeKJLWWJDV+JEsyZEe6YTbSIhCKZRXSZOIx2b9h47biJN6
ohM7SR55RAWlmI//SH1ouZFMgJYgWZIjmZQfyZHTGHlTwIdzWYVV6ZFM0IxZGZPX6HpPuHr+Fx7K
WJZuMSZfKH+J1DeP0ChzcBmWkhmWaWmZSDmZSFkESBmNrziVdHmIUwiVfkmaTEl1B7mV27iCKyeU
KGaT6kct8RAYKsEQT9YE/liKR/mWlnmZnLmR+riNk9mb0TiPwumRbWmcRGmFqxmXkWmUrfiRBGmP
VzmT6qh+2/QRIYIMkjAsr1mPLBkIACH5BAAKAAAALO8AEgCQAD0AAAf/gC00KIMxLSgdKC0xioYo
hIqDFYM0FSgiiigVLRWMh5yclygZmZyOkIWblqGVo5mKlpmxh5CNi5oxs6qPpKuWu5q0rbmaj5aJ
wcUojIOLn46tlYezxp+wtKGbto/TzqMxvaWw3OKWpNXaGYyTkIzgji3I67eT1ISxv7yP9+Ph+TE8
Ct1i1M6aIUOdduVLBErbr0O9BoWz1tCVK3+ggink5oidtmXFzp1L1qiTMky3zrXKpwzfIxoHD1Ua
5ApePmGZSE0DmWwnt1j+jMkal+xcLGUQv9Wq1UHmPkyi4hUzZzGfJWIPsbYsFpPZMm8IEXF8+Iug
L1DEGDYF2lPVzlDJ/1zuCvrzEKZOh4i1slis2b55y0gJ5qhRn1VCMZc2JZctL66M9YSmawl3Y8ip
2aZqpjpX6LhTOkGqG9dp8KKjIA9XS6SaZt5Pi5Xi3bpZ8r6jwHKjq324NwoIxYBrNAWJXS5pP0E6
FsqpVS9adF3yOnjOrGjPWqXL5V01s+/v3MluHS2J1rJ6jp5vakrsZdnDEkjEPwx9XyJS0rRrntoe
/HbwLa0TnibgkeJJMIzcJ46BA4EkQRBTTBGDCyFIgEIEMmDwgQw3BHFEDTLIsB9NKN32iID92bYZ
CSz5x5uLvfnXGEOMVAdSImEdVIEERkxhx492zDEGHE5EYeQZUSB5xv8ZTtSAgWf7iWUSjFKiYGGL
AyrDmmd3FUYleJ7UmOA98IBUSQwSAGkHHGMgUaQWSYZxhpxzzunEBxdYRRA4Jm5lFYt+DthbdlVW
oN+XtX1zy6IHlcSMSYYAMccbbfrw5pJqLLkknWH4IAMCEvQGF21T2lYBoC5e6Zl03plITC6EFpjW
eYYkUshXXlHyFRBjaGGpkWFkKuewdYZxp4YShHqeiccIhcxCxghYljKqHrYltF81i1V7tIo161Us
QaNcYMXdeiMJEQQBp6aZYqqppsd+EJ9R0Y5m3bNc/YeLZ9cCiowysMayJb48pbJqSLkQJxaOXonb
6HExMCBDEEm+2+7/GRcjeawEtFyFC27KaEaoPB43W21t+MaS8DrulBbYmLB6C5I73VbwgacMxLeI
Ona5t4gEMvjgbruZZmxshhEITM9+Uh1yrVb7mrofPrOKJWXLqZm1p8dm4toOJeyEUIMPPnCgIQYM
RMAACiTc0ggKH9xwJNHuahqFEzJ8kDMJJ4JsUsj//vvIfSxPSZAK4C77C9+H5TKtSezN3PXDy8TQ
sIM+gEgBBhhQgAAGClAgQQQXcMyIBgzU4AS7GLdetBZ4cx7Bla2cdotEqbndXsAnvtQnln++5+1R
DTvWKE3MuFMIJblu+MHmFIT+OQKeI/DBCiuEwMAFHzgRhhaut44x/+x5Y1C6KW4vK+2yItB82m3b
Qq5+s5oAeqX9Il91C47GPTzQQMtDzIk4xwHpISB0CvjA9ZAwgxVEgAIP/ECczqAFusXOfBKg2eDe
5zTdoeYUBFnYX35nGxbFCmoJudrkcHUQgbjjdpIbhASi57kEkm0FMFiBBT7QAAtgLwLWU2CRnEBE
vH3AfCbRVa18ErNvAINhDeqYgPj3qlNpxUKsAdTHdjezBt3qVqXDgAoWoatbxYAEF9geAj6HAR8Y
AQZIgAEMPhCB60XgAQrgAPYeQAFPgQhtFyABzVo2SH7AIoQ34ohjaIIjrvSJNhZCk5XEgjhuLasd
XmsYAzS0oQz+z/8TKgDiGhugwBAwEAho0MID7MiBCCgAexbw4Q4VeDZMwsRyMEyYJSRBkKZsCREx
gIkZn7KsRrLGcbzDB+OilUJ3KK9yzrDcMjbEAhDV4AKUu4DaEMABBW7IBTr4AAm0sIILWKCOpNTh
9XT4gAisgI+gEqRxcAUpTO7rb72bRRC6VogQ7glgvduMBjRxzHo6cxnLY0QQcGkIoIHIeQ26wBqD
6DwFrvEB2iTlBbB3Ae7REaM6dKcPPUmzW07ub430RCKOCUyYLGKhjgim5CRXSA3y5J+FvCUOurII
hTIib9aUATPQaL0EerMBFDDAGgeAAB8gYKMN4F4d68i9CYhUh9j/C0EEzvSymWnjHaRB5DpiMYiF
RlOaaGVh5WY6uZq6Iwi3JONCYXqQYJJABiDKW4bcEcEPmO0BE50oBbx5vY7SUZt0xBM773iBGfgw
BKjoGjsaKbMxrfRENAjCIopguSKYaafCtBwOzNjTtErzlqbtKQ/QGs0WLBQxNNjQC0JUAzoyYoaB
zS1hjygBFdAxAsCtowWkqlgfdlSQ3YrZngzUN38y8yUylWlmb1lWFGjWcpbLbGedmd0YvNazwYQr
Q1sYzO6WdxkYuCtenQcTCUyUqZ/rJmElUDpCyEcCWPXoB7R6vfi4sCAlrWcioJLMXnJ2tZ4VLyFA
W17v1lWA5b3u/8xQ28V9Wu66O00wTOBKAxqoIETqrW0Ezng2BeaNlh1VAYQX4dvSaTUCIZBXCATJ
UJoaLmu9e5VX/4lamKCAs9S13Gqna90NZ7anQBavNDnbYGHCFrtxdTAMgvrQD8TgAhwIUflGF5/T
Kk+anaBBb0kAWRV35ZkvjG5l19xMRHBWs3D2MVz3qd3oRre0cEUoSDzrY5islhFMLvJovavd0G4o
RM77VALztjk8ZZIQFm5QdF1YSJrSlB40S+l55OndnrqU0ITILELn7NrpdrrBb0ateGEK5O3eUskw
4SzcNnRX52FgoqHbUA1I0Gc7b7grADZT8tLsVgEnElbIPvJCW//NZPGCt8GIeSkNBo0YzjLZ2hGO
QbOPHMxBGwKuKsirODekAOohkHpHnDZ36zyQg6ZZz2heqzTl7VbJaUDbCJWuhcXrWm37GzFz7fCF
f63a8v5amLB28HTFCwMM4FXLeOLyGnUtIigveLzYjSbz3OrMvHBX3iCvtL9HK14il7y7qQb4j42s
8GUr3N8LNfV168rtQ9f2A33WEJVJCmXsQniQFpZujT9u2pBj9+jZPTkunQ1zGgSEzpAuNHaxLfXQ
Un3V4Y21v7UtAQWq4M8/jtjDHwqDoyt5yHT+MoQrx/G1uxvpcE96qdM+aCf3POHYTvLCC63kOW9X
74SGqcu1brn/Dz9UBQeRtWjRmnHuDntmR2c7201qZwfH3bX9JqO/YULyWIf9pYsYMmznjNry5uDa
3R1y4JucZ+0yGK5en3bpg+zkfuJ72KVNa68Zz/a4G+HoQDC43/eedJRH2MhMz/rWAZ/qzf998yfX
rqfp6m8m/9mnne094y0c5LibF7vUR3rwsz54pmO7+lOHPvL5rnWXN3/VCxf+8dMOECGD2svbLW/u
ox1zpGvf+3UFfgI4fknXfqZmanpHeuSnfjB3dVoncx1Wcgp4ftqFevNHcM4EU5B2YZEnU4L3VvkH
gCLoas5mgMqXZOWFbfCHfsgXXuHlgH5ngSl4fN2ldKWXZy5I/3MNRn2zh3Q4SGhHV3o+l3csSHpG
uHcrSIRFiIDdBYEuiHpM9nKAF3BG2GDMQFev1X8fmIOW533/ZzngYm1IOIZHWH5aB4Xol4CxBoHE
x4LO12wDx4Xm5XdN9n09Z3Z2GHdCiDVE2IdpyIREOIEnqH4xp4CsVn050HRAkGrJJ4Hxp2RQRoU5
GIV/5mNxCIlwJ3np14c0UASnx4RpyIJomICKOF2/h4SDuIKqpnxd+H3xZ4V32IoCCHfUp329h21M
EH95J4acOHzM94ahWATE54BN13RYZ2ro53J0VWdwiHQ91nNCiBgA2Hu5eIREaIAoSHyCaH7L54Jw
9YlGEH/TBf8Ee0eOhEaOc3WM5tiEMPWMhXiH1LeFcUdvm1iNNGAEcCWGpAeI2LiETEeGuohqgfdr
6OdqM3iPv/Zm6feOsxd+cpiJcNdPlcMEpFcE+Xh6/2iNA8lksfaJHPZ7wghX4SiSw4iIMahtp0do
I6ldJPmBUUh4Lrh+sSiLZsV4jgd3wmgEnGWP1haSgKhtPeB+a1iGnRgDTBCMRtmNmxeOMcCUpIiQ
wYeG+XeIH6hqNBB8AYd0reZulhh3IemTc5Z3JVd3FQmB6AiVTHiEaRgEQRmQfZgDfudy0DeVhHdw
vweEBnd0Cul/XBl3FJlZRdADIdmWTCl75FeOe0eMbJmPazn/XQ/YkknpiZLZdOFobXB5lQi5dVgH
V+M3jg6GhT1GgNGIdIkIfp0omNpWmdomjDHgbawJlkhImABZkfz2bdXnlCkZiJhpjivIdKSHjsGU
iHvpXT1Ag3hIkLDIgZZzljqZj51YmWepfEqmdzoZlD7pb0d5jXs2eUCZmgsXlEm5mEVpbVHZlIQX
hYzobznAcq14iMEUfMW5nABIfTpJA7mok6rJBK/ZdJZpkagphjp5eiupmiGZlwhninmXm8mImf23
dyCJkkx2lCmZkgv1e4XIdwJ4S535ct5XBM25kzSQBEVgbdVphG2Zd0eZnUZJom1onIhokQgpnuGo
k384ZxM6855NCXPgyVkjGZkxsJ50VTk9lpXjF3xGipLvCRM0mov6GQRFkJ2CCZiEiJD4CZhBYI/1
yZkH6mxz1pYy6p2kN6MxenoUmlnu52/gCZlHWaFdWHobGAPmGI7kSI5ySgOleZer2Zz2CVf6qZN/
SaDaBphR+qSRaZ1GyZhUV50rCqEimZOZFZQr+aLa1pKhhXD+uZjm+XtHCZU7OHvj93twmaO/ZwRw
2QNHqqlX2ol/qZ8ryqdFaaKL6aFGmVkUGZhXGp4ImgS02p/1GY666qGmCJgzKplienK3E4lJeZSL
eKil6mC8CXxKSqV0Cqf3mKmJSAOBAAAh+QQACgAAACwlAQAAawA7AAAH/4ASgoOEhYaGFYOJhxKL
jISOj5KFDIeVgpWZEpkMFSgtKDSfo6ClpKEonxUtMamhnqCiqqOpNKsoGaeuKLCprbOpLbe3uKot
HaawnsWgt828zBUxucjFyDEVoreiraAirtrCtdKrntiu5CgdvNrTxcsZ59CeufOpnvTQ9fn4vC2g
MUCd6has1r1R8o59atWqGsJi71yVWgbtnkJ9BcsJzCVumceKnkbwy8Uxm7pSAc3lMinq26hvzyDy
OkfRnKpz61C4lGcRRat+B/EpS7VSXNF+EHwKXMoOVkCl/lx9+3XyqS2m7ZqJiwqx3EmP4oR11HpQ
Zs2eJINdw9VKFquwnv+4oQJFTWA/adQwOuQKlqBHW0G7PvPKT2wFD0B70e0m7W1bVFFzUQWYi5tA
WrL6waz2LZ20VC5nXexKVOLHeUb1Nf5lWbDFgI9Zxdt61906fBvLLps4sfTnXiuL7dua1qu9pEtz
Sp77WNssbAJTyqJFyt1n4aOC+zS31Zg90sM6Bs6VFCiN2QgntioZjCEpZLvhr6cpUWbglHTRAf6a
HyPIe4TZUwFFvsimTkFyibIOSVSNs8tWsbB1l2GsmEXUU/kE5lJh/bRQHgofHoaPKAbutlB4Jvp0
jy2AhZNTZxWhJAxVQG1mT4UDmnLUd8HdJWAq1dCwGDMMvaUTKsuZBpX/WAt5U5Yx7sTUyywmAgUN
XP+BeNCHSQV00WeUAfOlirPYsl5ZzoHlD27znDlYNKj9+KOPdMI2ComNLXRihOKYGdZcJsW10HLx
UHmZOSPeI89OQ6X2H1L2SBCBD1DBxNhPr+j5mVtQ3faUUogaM1RKpWlXGjB0okDCR4kJ6AEDMrgQ
xRnfyOLOU0aiAhuW20DVGHd3LhOOsNd1U81tFinDSgUf+CBDBAysOuc8EsjgwxlnqHGGQKJw41Wf
+SxVZUGQOTbTbsYFN5aamdInQQ0++MABBh9gEIECEaAgwY/NRjGrttladwqEp2S45pAsqTgNrjn9
hON+3LJ6qr4u1CAD/wUYYEABAhgoQAED90orAQkK1OAEttmmrIYphkFU3MEHA2VkoNH5Vw9Xy2J6
ZIX10PCBDB9gTIHHHCOwMQIfrLCCpAp84EQYWqic8hn/PUNbf2dlxxZkkAUpFWifIJvPPvbQlDEH
RCPgcdNJIzHDChFQEPcHs4ZxhhYAa+uEqFaryWpqVjLZ2VPn7HezoC2Q4EtU7qSFAgNDb9x0vCvA
sIIFHzRggdIRIP2B01E4IboTQGPwX4/ipcohac/lBtDW4iggAQYkcMSTTyQw3TnHGPhgBAxIwADD
BxEkHcEDCnCg9AMUOGsxBgw0sCpYqk8LqSdJxfyYSdhcFUwFEdD78/++BwljCwkMIKB+A5+H4DYQ
aGjxgPEc3Ku0BZtj/jm9pg9o/f/VC5A+tneZ7jXmZyywWA0YcA1PkCACElAAAjjwuZ+5QAcfIIEW
VnABCxSPfZdL2uUeEIEVMA8BI2tVq2YCQF5UbzlaaQgzRgEri/3sA2R6oPo8d8PPqe8BF4gA+y6g
tAtc4HPHI6IHL7c0T+zLf0Jp4V0COJZ18GxxMmwF0BQog+3EoHMfYNvnGkABA6hvAAjwAQKI2IAj
Fq94R5xACfOnNAkUIEvLgFGAAvi/bsznQH76BAlkYDGgycB0MSAZBT43rwfscIeLrCAH3RhE4n1A
iSQE4gw2ly9PiO3/NHzkI1sqREo75SwUP3uBDAgZxlZI4GiP3GEF9ycBFRAvArgsngXceEkmSuAC
T5QTNM6BDfrwMR6e9KJC5GKnbqGAdquswQ11sjsEoJFjFJwltBTgSgaEgIlHbF/xlravJy6DVOug
CU+KeSCcDBMoVlFRmLQhF9ytcpCsvAAKVMC/zwFtf7iUwDn2QYIPCCIEuDziIFzIC2khKyfnNIg8
JIbMGQGpKo+Jp526l0gu2hCHF+DAKkuH0Aio4CQH+UkM9tUBQeROXzCtgLTwoVIvSqZQ6fxMOhWm
sE2pqFCyeYpLrtKWGPxslTeUgdpuiDHifaMea/FRYIKZKhZalZiL/7NMRrvFvQqZ0iEV0lMMYFOB
I8pgkDfEwA499rMakI8nNL0Pq/AxUxWtxT0Z9apPxqornsaAq3Y6EnQCcldUqKCQGfyZBCO32Ho5
ZRWPWQ5QkGVMaRFOKY9REQ0Ywo1uNQcVgDGWQUgUWNjIBQOEHOklI3CB9CEttb6wST/OsaFpfad7
e/WqbjnrE8/G1o+vMxA7HLbRbLTiqNJkADvp5VEFjGIt29mFTi+KKBIgq6+wMW0odotd0PaVtK+b
ToKK6hMGfE4FhepWDVObQS9eyDgQ/Q5VK5JR7Bbpr97N6y/0mllndouZrGCmXyugAvaSAGLXWRxE
MeXOOulVqxXaLP93w+pMx1h4o3pdjXvGO9YKndcr7QCSQpax4B+dQwXm2BVfGaJiDPsRiw/WFUAu
rFnBcg+zn6kvCxOsIhIfZMGg3CwKgtDh7HrVxTL+7Fh5sGHM8tSZ99XsinV1nZ2K1lMHsqpAl/FE
YjqmFURmBX79W2MVq6gIoTBzPKFc5lcwpFAMucXCqNSgnyTTsj5uKE2JXGT8/hUHK1YyN7S72SJj
lr9S5i6b6dnOi7pnHZBeXDtJ7FBHv4XIaYbwZTEchAjXV8ASri9eexpn9/gkSeyUdDrii2LqwlRf
hY41Q4Ig5Bgw+a9+hnIzcbBZMkM5QfmNsJPbkuMDMUqdF530dlb/pbhIxwDNtI4BrWlQaDFvVFe9
zu1YyZtdhZmLxdcuNQtr2tMB/+I30W2wZcdabWlLuwXRZgWTQx2KIOSX24XOtF8PvWIA+7nRWewx
VnOKAg3sOJEyXWkMeC1tGhC5133etqc9G+W22DvcncXsqPeNVxw9esAkKGaxUbzSHiuq4ex+Npg3
22nY0HrIMo62vlMe5mYOO81pvu+ox1rsneaU5wxp9rjJYd2Qt5wGDA+IzFke6lDL/M/gdrihA+1t
3lp9r1jH+pRZzFODxyCdJ11H2O3aW3c7/Owox+6gvTroMQM6uxIn9Nb3ymKAgFvreN851ztQ6pAn
/N19dniFisDu6qXzebOADvW2C81tvF58zFOne97zvu3KU70VLlCHCxoC9IdHm/CEfzbEb40Cwl+6
t3wea7Rt/Vd711rItZY8Xvkae65b/va4t7w6Qq64sRIe7bTmM5F/r/LF47rIhN/r2+m+0W3nXGGV
l33Kra763Fvf8h3YPK6Df/yz13vh23d4b5M+fYjr+tlShvuUYe/8QOfeCJUHguVhMFb6b9v+Ki80
6PMf7V7XvPWVt3+sx1eph2a3t1cXJ2vWx3jVl3vyd331t203EH7c538UmHO3xmQvR3vbFnqKx4Hw
dnztB4ER14Du9oAkeHuBAAAh+QQAZAAAACxRAQAAPwAyAAAH/4ASgoOEghWFiImKEgyJjYKNkYyM
DBU0FS0oGSiZmSifKBWcnzGfLaKmmKGem6ctHZ2hnKitq6OiFaIxqKG7KB2hNL2bm7S+sqKbyJ+4
mrLKycuqysWgnbzYr8zOt66frc2yy7Ij0bmgurO+wCgipLy2peHSoqffq+b2ohDMMZmYqFRxA/jL
Hr5Z+v55ooWuoS1izwqiW8isRal/zC5ti2YLlz5nAE95CCdK2DJ3rzK5q+CL5Sd3qTixG3gvpjiP
5jR5rBnQFMJZ91zWA+kMmkGIBJfxi1GsVNFR1VD48sfLWzhoHT8u28SvWVVuDXV5UxYMFaxp27De
JOg1lDGvrv8wlSJrDCNdWTDzNWvRFUXfCiPd+rR4yuk4lMD2ylOVqdhHhm0jv9yWymKtnp60YsQG
VCsqfrL69s26E9fcWxEfb74prbVXlpvmXty5raVJlqhg+rJnT23bv6zjAqV6L2pNg5JZk5QWGHBJ
VMKSXnJ6Edavm7zlPnbNvdkx4UQTBvSkseU2dqp6Su4qIbBMUqvkaRyFYv5VUBp7dw9FAtfrrTXZ
wsku8kxmETcaLadcaxK4ZlI7BiYWEVbewWWeehu5BkF/fj0XYEn0SRUPRMocmFQ1kqUoTi2yAQWb
MxbBU+A8mEioIi4citKgJVJZIpA9F4m4zSkaORYUawvqiEz/jrT1OF1j+KR0TH2m3bjff4pdVwuU
/pTiJSgSzlZfL55ducyO3HwJDHFdysWjVNo4xVk9PbnWn5LNZFAKME+OUsp0Isqzp4jsAHNWP1ZG
hiZhFxFIpZcmftlloJ70kigKaKLZjDCQ/jkmpxbBUoo7jrrDKWyzFXghdzvqskl0nMLHTqydBspS
pbjRJI6NyOA4FKheWlLrVBZ1eiChFAkqCq945kgmhFQeSIOXXcboz3USuqOMqK1lqGm3xx4YQ5sx
cCoppZ6+E5acshzjH38VEsatp3seiBKPM+a3i7TOzPhJmF5xOOCxXQJ7oLg9FnZsjyJWCK2Ky0wb
n7jCBgqn/6OGiToUtwyjM+h1ulRAgoT4iSixxP6IquencFqHiqOa7GtWhqh8C6IwNNBqEa0WY2wy
KoWBQmg/7S7r2qSCFmuyyeNOeqo90TkFC8no+RsyCirUU+2XwpCK78Uu0Uu0S6AUeJ0sVdcZ9tI6
cz3u0jCvKaI2iX1MtgTH7OgLzmNy/bOXKwebCVNikg3fOcBweAx6zp47rbj8xgrrdVJbbOjZlS/O
YaEX992zrcF+KVVs7xgm5zrbZP2vLA1iyqnkLDvd+Z9rA6NbrmRzPpXIImNLCqOBjotw6L00TB3D
kpItFPJG8+65pIx62Xascg/6Za7Wi6JB8Sz1R0IMeJcrFROw534OvaBDJ/89bl9mDX7DzAQCAAA7

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/master01.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:p=3D"urn:schemas-microsoft-com:office:powerpoint"
xmlns:oa=3D"urn:schemas-microsoft-com:office:activation"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\master01.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DRobots content=3DNoIndex>
<link rel=3DStylesheet href=3D"master06_stylesheet.css">
<![if !ppt]><script src=3Dscript.js></script>
<script>
<!--
	parent.location.href=3Ddocument.all.item("Main-File").href
//-->
</script>
<![endif]>
</head>

<body>
<p:colorscheme
 colors=3D"#ffffff,#000000,#808080,#000000,#00cc99,#3333cc,#ccccff,#b2b2b2"=
/><v:background
 id=3D"_x0000_s45057" o:bwmode=3D"white" fillcolor=3D"white [0]">
 <v:fill color2=3D"#33c [5]"/>
</v:background><v:shapetype id=3D"_x0000_s45058" style=3D'position:absolute=
;left:0;
 top:0;width:234pt;height:36pt' coordsize=3D"21600,21600" o:master=3D"" o:s=
pt=3D"1"
 path=3D"m,l,21600r21600,l21600,xe" filled=3D"f" fillcolor=3D"#0c9 [4]" str=
oked=3D"f"
 strokecolor=3D"black [1]">
 <v:fill color2=3D"white [0]" o:detectmouseclick=3D"t"/>
 <v:stroke joinstyle=3D"miter" o:forcedash=3D"t"/>
 <v:shadow color=3D"gray [2]"/>
 <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
 <o:lock v:ext=3D"edit" grouping=3D"t"/>
 <p:placeholder type=3D"header" size=3D"quarter"/></v:shapetype>

<div v:shape=3D"_x0000_s45058" class=3DO><span style=3D'font-size:50%;mso-f=
ield-code:
meta14'>&#8249;header&#8250;</span><span style=3D'font-size:50%;mso-special=
-format:
lastCR'>&#13;</span></div>

<v:shapetype id=3D"_x0000_s45059" style=3D'position:absolute;left:306pt;top=
:0;
 width:234pt;height:36pt' coordsize=3D"21600,21600" o:master=3D"" o:spt=3D"=
1" path=3D"m,l,21600r21600,l21600,xe"
 filled=3D"f" fillcolor=3D"#0c9 [4]" stroked=3D"f" strokecolor=3D"black [1]=
">
 <v:fill color2=3D"white [0]" o:detectmouseclick=3D"t"/>
 <v:stroke joinstyle=3D"miter" o:forcedash=3D"t"/>
 <v:shadow color=3D"gray [2]"/>
 <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
 <o:lock v:ext=3D"edit" grouping=3D"t"/>
 <p:placeholder type=3D"dateTime" position=3D"1"/></v:shapetype>

<div v:shape=3D"_x0000_s45059" class=3DO style=3D'text-align:right'><span l=
ang=3DEN-US
style=3D'font-size:50%;mso-field-code:meta0'>&#8249;date/time&#8250;</span>=
<span
style=3D'font-size:50%;mso-special-format:lastCR'>&#13;</span></div>

<v:shapetype id=3D"_x0000_s45060" style=3D'position:absolute;left:90pt;top:=
54pt;
 width:5in;height:270pt;v-text-anchor:middle' coordsize=3D"21600,21600" o:m=
aster=3D""
 o:spt=3D"1" path=3D"m,l,21600r21600,l21600,xe">
 <v:fill o:detectmouseclick=3D"t"/>
 <v:stroke joinstyle=3D"miter"/>
 <v:shadow obscured=3D"t"/>
 <v:path gradientshapeok=3D"t" fillok=3D"f" o:connecttype=3D"rect"/>
 <o:lock v:ext=3D"edit" text=3D"t"/>
 <p:placeholder type=3D"slideImage" position=3D"2"/></v:shapetype><v:shapet=
ype
 id=3D"_x0000_s45061" style=3D'position:absolute;left:1in;top:342pt;width:3=
96pt;
 height:324pt' coordsize=3D"21600,21600" o:master=3D"" o:spt=3D"1" path=3D"=
m,l,21600r21600,l21600,xe"
 filled=3D"f" fillcolor=3D"#0c9 [4]" stroked=3D"f" strokecolor=3D"black [1]=
">
 <v:fill color2=3D"white [0]" o:detectmouseclick=3D"t"/>
 <v:stroke joinstyle=3D"miter" o:forcedash=3D"t"/>
 <v:shadow color=3D"gray [2]"/>
 <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
 <o:lock v:ext=3D"edit" grouping=3D"t"/>
 <p:placeholder type=3D"body" position=3D"3" size=3D"quarter"/></v:shapetyp=
e>

<div v:shape=3D"_x0000_s45061">

<div class=3DN>Click to edit Master text styles&#13;</div>

<div class=3DN1>Second level&#13;</div>

<div class=3DN2>Third level&#13;</div>

<div class=3DN3>Fourth level&#13;</div>

<div class=3DN4>Fifth level</div>

</div>

<v:shapetype id=3D"_x0000_s45062" style=3D'position:absolute;left:0;top:684=
pt;
 width:234pt;height:36pt;v-text-anchor:bottom' coordsize=3D"21600,21600"
 o:master=3D"" o:spt=3D"1" path=3D"m,l,21600r21600,l21600,xe" filled=3D"f" =
fillcolor=3D"#0c9 [4]"
 stroked=3D"f" strokecolor=3D"black [1]">
 <v:fill color2=3D"white [0]" o:detectmouseclick=3D"t"/>
 <v:stroke joinstyle=3D"miter" o:forcedash=3D"t"/>
 <v:shadow color=3D"gray [2]"/>
 <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
 <o:lock v:ext=3D"edit" grouping=3D"t"/>
 <p:placeholder type=3D"footer" position=3D"4" size=3D"quarter"/></v:shapet=
ype>

<div v:shape=3D"_x0000_s45062" class=3DO><span style=3D'font-size:50%;mso-f=
ield-code:
meta15'>&#8249;footer&#8250;</span><span style=3D'font-size:50%;mso-special=
-format:
lastCR'>&#13;</span></div>

<v:shapetype id=3D"_x0000_s45063" style=3D'position:absolute;left:306pt;top=
:684pt;
 width:234pt;height:36pt;v-text-anchor:bottom' coordsize=3D"21600,21600"
 o:master=3D"" o:spt=3D"1" path=3D"m,l,21600r21600,l21600,xe" filled=3D"f" =
fillcolor=3D"#0c9 [4]"
 stroked=3D"f" strokecolor=3D"black [1]">
 <v:fill color2=3D"white [0]" o:detectmouseclick=3D"t"/>
 <v:stroke joinstyle=3D"miter" o:forcedash=3D"t"/>
 <v:shadow color=3D"gray [2]"/>
 <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
 <o:lock v:ext=3D"edit" grouping=3D"t"/>
 <p:placeholder type=3D"slideNumber" position=3D"5" size=3D"quarter"/></v:s=
hapetype>

<div v:shape=3D"_x0000_s45063" class=3DO style=3D'text-align:right'><span
style=3D'font-size:50%;mso-field-code:meta16'>&#8249;#&#8250;</span><span
style=3D'font-size:50%;mso-special-format:lastCR'>&#13;</span></div>

<p:notes id=3D"24" layout=3D"notes" slots=3D"slideImage,body">
 <o:shapelayout v:ext=3D"edit">
  <o:idmap v:ext=3D"edit" data=3D"45"/>
 </o:shapelayout><v:rect id=3D"_x0000_s46082" style=3D'position:absolute;le=
ft:90pt;
  top:54pt;width:5in;height:270pt'>
  <v:fill o:detectmouseclick=3D"t"/>
  <v:stroke o:forcedash=3D"t"/>
  <o:lock v:ext=3D"edit" text=3D"t"/>
  <p:placeholder type=3D"slideImage"/></v:rect><v:rect id=3D"_x0000_s46083"
  style=3D'position:absolute;left:54pt;top:342pt;width:6in;height:324pt'>
  <v:fill o:detectmouseclick=3D"t"/>
  <v:stroke o:forcedash=3D"t"/>
  <p:placeholder type=3D"body" position=3D"1"/></v:rect></p:notes>
</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/master06_stylesheet.css
Content-Transfer-Encoding: base64
Content-Type: text/css
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/script.js
Content-Transfer-Encoding: quoted-printable
Content-Type: application/javascript; charset="us-ascii"

function LoadSld()
{
	var sld=3DGetObj("SlideObj")
	if( !g_supportsPPTHTML ) {	=09
		sld.style.visibility=3D"visible"
		return
	}

	if( MakeNotesVis() ) return

	runAnimations =3D _InitAnimations();
=09
	if( IsWin("PPTSld") )
		parent.SldUpdated(GetSldId())
	g_origSz=3DparseInt(SlideObj.style.fontSize)
	g_origH=3Dsld.style.posHeight
	g_origW=3Dsld.style.posWidth
	g_scaleHyperlinks=3D(document.all.tags("AREA").length>0)
	if( g_scaleHyperlinks )
		InitHLinkArray()
	if( g_scaleInFrame||(IsWin("PPTSld") && parent.IsFullScrMode() ) )
		document.body.scroll=3D"no"
	_RSW()
	if( IsWin("PPTSld") && parent.IsFullScrMode() )
		FullScrInit();
=09
	MakeSldVis();
	ChkAutoAdv()

	if( runAnimations )
	{
		if( document.all("NSPlay") )
			document.all("NSPlay").autoStart =3D false;

		if( sld.filters && sld.filters.revealtrans )
			setTimeout( "document.body.start()", sld.filters.revealtrans.duration * =
1000 );
		else
			document.body.start();
	}
}

function MakeSldVis()=20
{
	var fTrans=3Dg_showAnimation && SldHasTrans()
	if( fTrans )=09
	{
		if( g_bgSound ) {
			idx=3Dg_bgSound.indexOf(",");
			pptSound.src=3Dg_bgSound.substr( 0, idx );
			pptSound.loop=3D -(parseInt(g_bgSound.substr(idx+1)));
		}
		SlideObj.filters.revealtrans.Apply()=09
    }
	SlideObj.style.visibility=3D"visible"
	if( fTrans )
		SlideObj.filters.revealtrans.Play()
}
function MakeNotesVis()=20
{
	if( !IsNts() ) return false=20
	SlideObj.style.display=3D"none"
	nObj =3D document.all.item("NotesObj")
	parent.SetHasNts(0)
	if( nObj ) {=20
		nObj.style.display=3D""
		parent.SetHasNts(1)
	}
	return 1
}
function ChkAutoAdv()
{
	if(SldHasTrans())
		SlideObj.onfilterchange=3DAutoAdv
	else
		AutoAdv()
}
function AutoAdv()
{
	if(!IsWin("PPTSld") || !gUseSldTimings )return
	var sld=3DGetCurSld()
	if( (sld.mAdvDelay>0) && !parent.IsFramesMode() )
		setTimeout("parent.GoToNextSld()",sld.mAdvDelay)
}
function GetObj(id)
{
	if(g_supportsPPTHTML) return document.all(id);
	else return document.getElementById(id);
}
function SldHasTrans() { return SlideObj.style.filter !=3D ""; }
function GetSldId() { return sId=3Dlocation.href.substring(location.href.la=
stIndexOf('/')+1) }
function HideMenu() { if( frames["PPTSld"] && PPTSld.document.all.item("ctx=
tmenu") && PPTSld.ctxtmenu.style.display!=3D"none" ) { PPTSld.ctxtmenu.styl=
e.display=3D'none'; return true } return false }
function IsWin( name ) { return window.name =3D=3D name }
function IsNts() { return IsWin("PPTNts") }
function IsSldOrNts() { return( IsWin("PPTSld")||IsWin("PPTNts") ) }
function SupportsPPTAnimation() { return( navigator.platform =3D=3D "Win32"=
 && navigator.appVersion.indexOf("Windows")>0 ) }
function SupportsPPTHTML()
{
	var appVer=3Dnavigator.appVersion, msie=3DappVer.indexOf("MSIE "), ver=3D0
	if( msie >=3D 0 )
		ver=3DparseFloat( appVer.substring( msie+5, appVer.indexOf(";",msie) ) )
	else
		ver=3DparseInt(appVer)

	return( ver >=3D 4 && msie >=3D 0 )
}
function _RSW()
{
	if( !g_supportsPPTHTML || IsNts() ||
	  ( !g_scaleInFrame && (!IsWin("PPTSld") || !parent.IsFullScrMode()) ) )
		return

        var padding=3D0;
        if( IsWin("PPTSld") && parent.IsFramesMode() ) padding=3D6

	cltWidth=3Ddocument.body.clientWidth-padding
	cltHeight=3Ddocument.body.clientHeight-padding
	factor=3D(1.0*cltWidth)/g_origW
	if( cltHeight < g_origH*factor )
		factor=3D(1.0*cltHeight)/g_origH

	newSize =3D g_origSz * factor
	if( newSize < 1 ) newSize=3D1

	s=3DSlideObj.style
	s.fontSize=3DnewSize+"px"
	s.posWidth=3Dg_origW*factor
	s.posHeight=3Dg_origH*factor
	s.posLeft=3D(cltWidth-s.posWidth+padding)/2
	s.posTop=3D(cltHeight-s.posHeight+padding)/2

	if( g_scaleHyperlinks )
		ScaleHyperlinks( factor )
}
function _InitAnimations()
{
	animRuntimeInstalled =3D ''+document.body.localTime !=3D 'undefined';
	isFullScreen =3D (window.name =3D=3D "PPTSld") && !parent.IsFramesMode();
	g_animUseRuntime =3D g_showAnimation && animRuntimeInstalled && !(isFullSc=
reen && parent.IsSldVisited());
	if( g_animUseRuntime ) {
		collSeq =3D document.all.tags("seq");
		if( collSeq !=3D null ) {
			for(ii=3D0;ii<collSeq.length;ii++) {
				if( collSeq[ii].getAttribute( "p:nodeType" ) =3D=3D "mainSeq" ) {
					g_animMainSequence =3D collSeq[ii];
					break;
				}
			}
		}
=09
		if( g_animItemsToHide && document.body.playAnimations !=3D false ) {
			for(jj =3D 0; jj < g_animItemsToHide.length; jj++) {
				if( hideObj =3D GetObj(g_animItemsToHide[jj]) )
					hideObj.runtimeStyle.visibility=3D"hidden";
			}
		}

		if( g_animInteractiveItems ){
			for(jj =3D 0; jj < g_animInteractiveItems.length; jj++) {
				if( triggerObj =3D GetObj(g_animInteractiveItems[jj]) )
					triggerObj.runtimeStyle.cursor=3D"hand";
			}
		}
	=09
		if( gUseSldTimings && ''+g_animSlideTime !=3D 'undefined' ) {
			adjustedTime =3D document.body.calculateAutoAdvanceTimes( g_animSlideTim=
e, g_animEffectTimings );
			if( IsWin("PPTSld") && adjustedTime !=3D g_animSlideTime ) {
			   var sld =3D GetCurSld();
			   sld.mAdvDelay =3D adjustedTime * 1000;
			}
		}
	}

	return g_animUseRuntime;
}

gSldJump =3D 0, gSldJumpTrack =3D 0, gSldJumpIdx =3D "";

function _KPH()
{=20
	if( IsNts() ) return;

	if( !parent.IsFramesMode() && event.keyCode =3D=3D 27 && !HideMenu() )
		parent.window.close( self );
	else if( event.keyCode =3D=3D 32 ) {
		if( window.name =3D=3D "PPTSld" )
			parent.PPTSld.DocumentOnClick();
		else
			parent.GoToNextSld();
	}

	CatchNumKeys( parent, event );
}

function CatchNumKeys( win, event ) {
	if( win.IsFullScrMode() && (48<=3Devent.keyCode) && (event.keyCode<=3D57) =
) {
		gSldJump =3D 1;
		gSldJumpIdx +=3D (event.keyCode-48).toString();
	}
	if( win.IsFullScrMode() && gSldJump && event.keyCode =3D=3D 13 ) {
		var numSlds =3D parent.GetSldList().mList.length
		if ( gSldJumpIdx > numSlds )
			gSldJumpIdx =3D numSlds;
		if ( gSldJumpIdx >=3D 0 ) {
			if ( gSldJumpIdx =3D=3D 0 )
				gSldJumpIdx =3D 1;
			var jumpTo =3D parseInt(gSldJumpIdx);
			gSldJump =3D 0; gSldJumpIdx =3D "";
			win.GoToSld( parent.GetSldList().mList[jumpTo-1].mSldHref )
		}
	}
}

function _KDH()
{
	if( event.keyCode =3D=3D 8 ) {
		event.returnValue =3D 0;
		parent.GoToPrevSld();
	}
}
var g_HLinkArray =3D new Array();
=20
function IMapAreaObj( areaObj, coords )
{
  this.areaObj =3D areaObj;
  this.coords =3D coords;
}

function InitHLinkArray()
{
  var appVer =3D navigator.appVersion;
  var msie =3D appVer.indexOf ( "MSIE " )
  var ver =3D 0;
  if ( msie >=3D 0 )
    ver =3D parseInt ( appVer.substring( msie+5 ) );

  linkNum =3D 0;

  for (i=3D0; i<document.all.tags("AREA").length; i++) {
    areaObj =3D document.all.tags("AREA").item(i);
    if( ( areaObj.id !=3D "pptxscale" ) || ( ver > 4 ) )
      g_HLinkArray[linkNum++] =3D new IMapAreaObj( areaObj, ParseCoords( ar=
eaObj.coords ) );
  }
}

function ScaleHyperlinks( factor )
{  =20
  for ( ii=3D0; ii< g_HLinkArray.length; ii++) {
    coordsStr=3D"";
    imaObj =3D g_HLinkArray[ii];
    for ( jj=3D0; jj < imaObj.coords.length-1; jj++ )
  	  coordsStr +=3D (imaObj.coords[jj]*factor) + ",";
    coordsStr +=3D (imaObj.coords[jj]*factor);
    imaObj.areaObj.coords =3D coordsStr;
  }
}

function ParseCoords( coordsStr )
{
  var numArray =3D new Array();
  var i =3D curPos =3D commaPos =3D 0;

  while ( ( commaPos =3D coordsStr.indexOf(",", curPos) ) !=3D -1 ) {=20
    numArray[i++] =3D parseInt( coordsStr.substr( curPos, commaPos ) );
    curPos =3D commaPos + 1;
  }
  numArray[i] =3D parseInt( coordsStr.substr( curPos ) );

  return numArray;
}


function PlaySound( href, loop ){
	href=3D unescape(href);
	if( window.event ) window.event.cancelBubble =3D true;
	pptSound.src =3D href;
	pptSound.loop =3D loop ? -1 : 0;
}
function DocumentOnClick()
{
	if( IsNts() || parent.HideMenu() ) return;

	if( ( g_allowAdvOnClick && (window.name=3D=3D"PPTSld") && !parent.IsFrames=
Mode() ) ||
	    (event && event.keyCode=3D=3D32) ) {
	=09
		if( g_animUseRuntime && g_animMainSequence && g_animMainSequence.cangonex=
t )
			return;

		parent.GoToNextSld();
	}
}


var g_supportsPPTHTML =3D SupportsPPTHTML(), g_scaleInFrame =3D 1, gId=3D""=
, g_bgSound=3D"",
    g_scaleHyperlinks =3D false, g_allowAdvOnClick =3D 1, g_showInBrowser =
=3D 0, gLoopCont =3D 0, gUseSldTimings =3D 1;
var g_showAnimation =3D g_supportsPPTHTML && SupportsPPTAnimation() && ( (w=
indow.name=3D=3D"PPTSld" && !parent.IsFramesMode()) || g_showInBrowser );va=
r g_animManager =3D null;
var g_animUseRuntime =3D false;
var g_animItemsToHide, g_animInteractiveItems, g_animSlideTime;
var g_animMainSequence =3D null;

var ENDSHOW_MESG=3D"End of slide show, click to exit.", SCREEN_MODE=3D"Fram=
es", gIsEndShow=3D0, NUM_VIS_SLDS=3D17, SCRIPT_HREF=3D"script.js", FULLSCR_=
HREF=3D"fullscreen.htm";
var gCurSld =3D gPrevSld =3D 1, g_offset =3D 0, gNtsOpen =3D gHasNts =3D gO=
tlTxtExp =3D 0, gHasNarration =3D 0, gOtlOpen =3D true
window.gPPTHTML=3DSupportsPPTHTML()
var gMainDoc=3Dnew Array(new hrefList("slide0001.htm",1,-1,1),new hrefList(=
"slide0024.htm",1,-1,1),new hrefList("slide0002.htm",1,-1,1),new hrefList("=
slide0003.htm",1,-1,1),new hrefList("slide0004.htm",1,-1,1),new hrefList("s=
lide0005.htm",1,-1,1),new hrefList("slide0022.htm",1,-1,1),new hrefList("sl=
ide0020.htm",1,-1,1),new hrefList("slide0007.htm",1,-1,1),new hrefList("sli=
de0025.htm",1,-1,1),new hrefList("slide0026.htm",1,-1,1),new hrefList("slid=
e0015.htm",1,-1,1),new hrefList("slide0016.htm",1,-1,1),new hrefList("slide=
0017.htm",1,-1,1),new hrefList("slide0018.htm",1,-1,1),new hrefList("slide0=
019.htm",1,-1,1),new hrefList("slide0023.htm",1,-1,1));

/*********************************************
 Frameset functions

 These functions control slide navigation
 and state of the frameset.
**********************************************/

function FullScrInit()
{
	g_allowAdvOnClick =3D GetCurSld().mAdvOnClk
	document.body.style.backgroundColor=3D"black"
	document.oncontextmenu=3Dparent._CM;
	document.onkeydown =3D _KDH;
	document.ondragstart=3DCancel
	document.onselectstart=3DCancel
	self.focus()
}

function Redirect( frmId )
{=09
	var str=3Ddocument.location.hash,idx=3Dstr.indexOf('#'), sId=3DGetSldId()
	if(idx>=3D0) str=3Dstr.substr(1);
	if( window.name !=3D frmId && ( sId !=3D str) ) {
		obj =3D GetObj("Main-File")
		window.location.href=3Dobj.href+"#"+sId
		return 1
	}
	return 0
}

var MHTMLPrefix =3D CalculateMHTMLPrefix();=20
function CalculateMHTMLPrefix()
{
	if ( document.location.protocol =3D=3D 'mhtml:') {=20
		href=3Dnew String(document.location.href)=20
		Start=3Dhref.indexOf('!')+1=20
		End=3Dhref.lastIndexOf('/')+1=20
		if (End < Start)=20
			return href.substring(0, Start)=20
		else=20
		return href.substring(0, End)=20
	}
	return '';
}

function GetTags(base,tag)
{
	if(g_supportsPPTHTML) return base.all.tags(tag);
	else return base.getElementsByTagName(tag);
}


function UpdNtsPane(){ if(frames["PPTNts"]) PPTNts.location.replace( MHTMLP=
refix+GetHrefObj( gCurSld ).mNtsHref ) }

function UpdNavPane( sldIndex ){ if(gNavLoaded) PPTNav.UpdNav() }

function UpdOtNavPane(){ if(gOtlNavLoaded) PPTOtlNav.UpdOtlNav() }

function UpdOtlPane(){ if(gOtlLoaded) PPTOtl.UpdOtl() }

function SetHasNts( fVal )
{
	if( gHasNts !=3D fVal ) {
		gHasNts=3DfVal
		UpdNavPane()
	}
}

function ToggleOtlText()
{
	gOtlTxtExp=3D!gOtlTxtExp
	UpdOtlPane()
}

function ClearMedia()
{
	// Clear any sounds playing before launching another browser window. Other=
wise,
	// in fullscreen mode, you'll continue to hear the sound in the frames mod=
e.
	if (PPTSld.pptSound) PPTSld.pptSound.loop =3D 0;
}

function FullScreen()
{=20
	if ( PPTSld.g_animUseRuntime )
		PPTSld.document.body.pause();
	ClearMedia();
	var href =3D ( document.location.protocol =3D=3D 'mhtml:') ? FULLSCR_HREF =
: FULLSCR_HREF+"#"+GetHrefObj(gCurSld).mSldHref;
	if(PPTNav.event.ctrlKey) {
		var w =3D (window.screen.availWidth * 1.0) / 2.0
		var h =3D w * (PPTSld.g_origH * 1.0) / PPTSld.g_origW
		win =3D window.open( MHTMLPrefix+href,null,"toolbar=3D0,resizable=3D1,top=
=3D0,left=3D0," + "width=3D"+ w + ",height=3D" + h );
		if( win.document.body && PPTSld.g_animUseRuntime )
			win.document.body.PPTSldFrameset=3Dwindow;
	}
	else
	{
		win =3D window.open( MHTMLPrefix+href,null,"fullscreen=3Dyes" );
		if( win.document.body && PPTSld.g_animUseRuntime )
			win.document.body.PPTSldFrameset=3Dwindow;
	}
}

function ToggleVNarration()
{
	rObj=3DPPTSld.document.all("NSPlay")
	if( rObj && !PPTSld.g_animUseRuntime ) {
		if( (rObj.playState =3D=3D 1)||(rObj.playState =3D=3D 0) )
			rObj.Play()
		else if( rObj.playState =3D=3D 2 )
			rObj.Pause()
		else
			return;
	}
	else if( PPTSld.g_animUseRuntime )
	{
		narObj =3D PPTSld.document.all("narrationID")
		if( narObj )
			narObj.togglePause()
	}
}

function GetCurSldNum()
{  =20
	obj=3DGetHrefObj(gCurSld)
	if( obj.mOrigVis =3D=3D 1 )
		return obj.mSldIdx
	else  =20
		return gCurSld
}

function GetNumSlds()
{  =20
	if( GetHrefObj(gCurSld).mOrigVis =3D=3D 1 )
		return GetSldList().mNumVisSlds;
	else
		return GetSldList().mList.length
}

function GetSldNum( href )
{
	for(ii=3D0; ii<GetSldList().mList.length; ii++) {
		if ( GetSldList().mList[ii].mSldHref =3D=3D href )
			return ii+1
	}
	return 1
}

function GetHrefObj( sldIdx ){ return GetSldList().mList[sldIdx-1] }

function IsFramesMode(){ return ( SCREEN_MODE =3D=3D "Frames" ) }

function IsFullScrMode(){ return ( SCREEN_MODE =3D=3D "FullScreen" ) }

function GoToNextSld()
{
	ii=3DgCurSld + 1
	if( GetHrefObj( ii-1 ).mOrigVis =3D=3D 0 ) {
		if( ii<=3DGetSldList().mList.length ) {
			obj=3DGetHrefObj(ii)
			obj.mVis=3D1
			GoToSldNum(ii)
			return
		}
	}
	else {
		obj=3DGetHrefObj( ii )
		while ( obj && ( obj.mOrigVis =3D=3D 0 ) )
			obj=3DGetHrefObj(++ii)
		if( obj && obj.mOrigVis ) {
			GoToSldNum(ii)
			return
		}
	}
	if( gSldStack.length > 1 )
		PopSldList();
	else if( !IsFramesMode() ) {
                if( gLoopCont )
			GoToFirst()
                else
			EndShow()
	}
}

function GoToPrevSld()
{
	ii=3DgCurSld-1
	if( ii > 0 ) {
		obj=3DGetHrefObj(ii)
		while ( obj && ( obj.mVis =3D=3D 0 ) && ( ii>0 ) )
			obj=3DGetHrefObj(--ii)
        if( ii =3D=3D 0 ) ii=3D1
		GoToSldNum(ii)
	}
}

function GoToFirst(){ GoToSld( GetHrefObj(1).mSldHref ) }

function GoToLast()
{
	ii=3DGetSldList().mList.length
	if( ii !=3D gCurSld )
		GoToSld( GetHrefObj(ii).mSldHref )
}

function GoToSldNum( num )
{
	if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue
	obj =3D GetHrefObj( num )
	obj.mVis=3D1
	gPrevSld=3DgCurSld
	gCurSld =3D num;
	PPTSld.location.replace(MHTMLPrefix+obj.mSldHref)
	if( IsFramesMode() ) {
		UpdNavPane(); UpdOtlPane(); UpdNtsPane()
	}
}

function GoToSld( href )
{
	if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue
	GetHrefObj( GetSldNum(href) ).mVis=3D1
	PPTSld.location.replace(MHTMLPrefix+href)
}

function SldUpdated( id )
{
	if( id =3D=3D GetHrefObj(gCurSld).mSldHref ) return
	gPrevSld=3DgCurSld
	gCurSld=3DGetSldNum(id)
	if( IsFramesMode() ) {
		UpdNavPane(); UpdOtlPane(); UpdNtsPane()
	}
}

function PrevSldViewed(){ GoToSld( GetHrefObj(gPrevSld).mSldHref ) }
function HasPrevSld() { return ( gIsEndShow || ( gCurSld !=3D 1 && GetHrefO=
bj( gCurSld-1 ).mVis =3D=3D 1 )||( GetCurSldNum() > 1 ) ) }
function HasNextSld() { return (GetCurSldNum() !=3D GetNumSlds()) }

function CloseWindow() {
	if( HideMenu() ) return;
=09
	var event =3D PPTSld.event;
	if( !IsFramesMode() && event && (event.keyCode=3D=3D27 || event.keyCode=3D=
=3D32 || event.type=3D=3D"click" ) )
		window.close( self );
	CatchNumKeys( self, event );
}

function Unload() { gIsEndShow=3D0; }

function SetupEndShow() {
	gIsEndShow=3D1;
	PPTSld.document.body.scroll=3D"no";
	PPTSld.document.onkeypress=3DCloseWindow;
	PPTSld.document.onclick=3DCloseWindow;
	PPTSld.document.oncontextmenu=3D_CM;
}

function EndShow()
{
	if( IsFramesMode() ) return
	if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue

	doc=3DPPTSld.document
	var dir =3D doc.body.dir
	if( dir !=3D "rtl" ) dir =3D "ltr";
	doc.open()
	doc.writeln('<html><body dir=3D' + dir + ' bgcolor=3Dblack onload=3Dparent=
.SetupEndShow() onunload=3Dparent.Unload()><center><p><font face=3DTahoma c=
olor=3Dwhite size=3D2><br><b>' + ENDSHOW_MESG + '</b></font></p></center></=
body></html>')
	doc.close()
}

function SetSldVisited(){ GetSldList().mList[gCurSld-1].mVisited=3Dtrue }

function IsSldVisited(){ return GetSldList().mList[gCurSld-1].mVisited }

function hrefList( sldHref, visible, advDelay, advClk )
{
	this.mSldHref=3D this.mNtsHref =3D sldHref
	this.mOrigVis=3D this.mVis =3D visible
	this.mVisited=3D false
	this.mAdvDelay=3D advDelay
	this.mAdvOnClk=3D advClk
}

function SldList(arr,curSld,fEnd)
{
	this.mCurSld =3D curSld;
	this.mList =3D new Array();

	var idx =3D 1;
	for(ii=3D0;ii<arr.length;ii++) {
		this.mList[ii] =3D new hrefList( arr[ii].mSldHref, arr[ii].mOrigVis, arr[=
ii].mAdvDelay, arr[ii].mAdvOnClk );
		if( arr[ii].mOrigVis )
			this.mList[ii].mSldIdx =3D idx++;
	}
	this.mNumVisSlds =3D idx-1;
	this.fEndShow =3D fEnd;
}

function GetSldList() {	return gSldStack[gSldStack.length-1] }
function GetCurSld() { return parent.GetSldList().mList[parent.gCurSld - 1]=
 }

gSldStack =3D new Array();
gSldStack[0] =3D new SldList(gMainDoc,gCurSld,1)
function ToggleOtlPane()
{
	frmset=3Ddocument.all("PPTHorizAdjust")
	frm=3Ddocument.all("PPTOtl")

	if( gOtlOpen )
		frmset.cols=3D"*,100%"
	else
		frmset.cols=3D"25%,*"

	gOtlOpen=3D!gOtlOpen
	frm.noResize=3D!frm.noResize
	UpdOtNavPane()
}

function ToggleNtsPane()
{
	frmset=3Ddocument.all("PPTVertAdjust")
	frm=3Ddocument.all("PPTNts")

	if( gNtsOpen )
		frmset.rows=3D"100%,*"
	else
		frmset.rows=3D"*,20%"

	gNtsOpen=3D!gNtsOpen
	UpdNtsPane()
}

/*********************************************
Custom Shows implementation

When ViewCustomShow() is called, we create
a new array that is a subset of the slides in=20
the main doc. This list pushed on a stack so
we can return after the end of the custom
show.
*********************************************/
function ViewCustomShow(idx,fEnd)
{
	if( !IsFullScrMode() ) return;
	var sldList =3D new Array();
	var custShow =3D custShowList[idx-1];
	var jj =3D 0;
	for( ii=3D0;ii<custShow.length;ii++ ) {
		if( custShow[ii] <=3D gMainDoc.length )
			sldList[jj++] =3D gMainDoc[custShow[ii]-1];
	}
	if (sldList.length > 0) {
	PushSldList(sldList,fEnd);
	gCurSld =3D 1;
	}
	else
		if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue
}

function PushSldList(arr,fEnd) {
	var ii =3D gSldStack.length;
	gSldStack[ii] =3D new SldList(arr,gCurSld,fEnd);
	GoToSld( gSldStack[ii].mList[0].mSldHref );
}

function PopSldList() {
	if (gSldStack[gSldStack.length-1].fEndShow)
		EndShow()
	else {
	gCurSld =3D gSldStack[gSldStack.length-1].mCurSld;
	gSldStack[gSldStack.length-1] =3D null;
	gSldStack.length--;
	var sldList =3D gSldStack[gSldStack.length-1];
	GoToSld( sldList.mList[gCurSld - 1].mSldHref );
	}
}
var custShowList=3Dnew Array();

/*********************************************
 Navigation button implementation

 There are 2 types of buttons: ImgBtn, TxtBtn
 implemented as function objects. They share
 a similiar interface so the event handlers
 can call SetActive, for example, on a button=20
 object without needing to know exactly=20
 what type of button it is.
**********************************************/

//----------------------------------
function ImgBtn( oId,bId,w,action )
//----------------------------------
{
	var t=3Dthis
	t.Perform    =3D _IBP
	t.SetActive  =3D _IBSetA
	t.SetInactive=3D _IBSetI
	t.SetPressed =3D _IBSetP
	t.SetDisabled=3D _IBSetD
	t.Enabled    =3D _IBSetE
	t.ChangeIcon =3D null
	t.UserAction =3D action
	t.ChgState   =3D _IBUI
	t.mObjId   =3D oId
	t.mBorderId=3D bId
	t.mWidth   =3D w
	t.mIsOn    =3D t.mCurState =3D 0
}

function _IBSetA()
{
	if( this.mIsOn ) {
		obj=3Dthis.ChgState( gHiliteClr,gShadowClr,2 )
		obj.style.posTop=3D0
	}
}

function _IBSetI()
{
	if( this.mIsOn ) {
		obj=3Dthis.ChgState( gFaceClr,gFaceClr,1 )
		obj.style.posTop=3D0=20
	}
}

function _IBSetP()
{
	if( this.mIsOn ) {
		obj=3Dthis.ChgState( gShadowClr,gHiliteClr,2 )
		obj.style.posLeft+=3D1; obj.style.posTop+=3D1
	}
}

function _IBSetD()
{ =20
	obj=3Dthis.ChgState( gFaceClr,gFaceClr,0 )
	obj.style.posTop=3D0=20
}

function _IBSetE( state )
{
	var t=3Dthis
	GetObj( t.mBorderId ).style.visibility=3D"visible"
	if( state !=3D t.mIsOn ) {
		t.mIsOn=3Dstate
		if( state )
			t.SetInactive()
		else
			t.SetDisabled()
	}
}

function _IBP()
{
	var t=3Dthis
	if( t.mIsOn ) {
		if( t.UserAction !=3D null )
			t.UserAction()
		if( t.ChangeIcon ) {
			obj=3DGetObj(t.mObjId)
			if( t.ChangeIcon() )
				obj.style.posLeft=3Dobj.style.posLeft+(t.mCurState-4)*t.mWidth
			else
				obj.style.posLeft=3Dobj.style.posLeft+(t.mCurState-0)*t.mWidth
		}
		t.SetActive()
	} =20
}

function _IBUI( clr1,clr2,nextState )
{
	var t=3Dthis
	SetBorder( GetObj( t.mBorderId ),clr1,clr2 )
	obj=3DGetObj( t.mObjId )
	obj.style.posLeft=3Dobj.style.posLeft+(t.mCurState-nextState)*t.mWidth-obj=
.style.posTop
	t.mCurState=3DnextState
	return obj
}

//-----------------------------------------
function TxtBtn( oId,oeId,action,chkState )
//-----------------------------------------
{
	var t=3Dthis
	t.Perform    =3D _TBP
	t.SetActive  =3D _TBSetA
	t.SetInactive=3D _TBSetI
	t.SetPressed =3D _TBSetP
	t.SetDisabled=3D _TBSetD
	t.SetEnabled =3D _TBSetE
	t.GetState   =3D chkState
	t.UserAction =3D action
	t.ChgState   =3D _TBUI
	t.mObjId      =3D oId
	t.m_elementsId=3D oeId
	t.mIsOn       =3D 1
}

function _TBSetA()
{
	var t=3Dthis
	if( t.mIsOn && !t.GetState() )
		t.ChgState( gHiliteClr,gShadowClr,0,0 )
}

function _TBSetI()
{
	var t=3Dthis
	if( t.mIsOn && !t.GetState() )
		t.ChgState( gFaceClr,gFaceClr,0,0 )
}

function _TBSetP()
{
	if( this.mIsOn )
		this.ChgState( gShadowClr,gHiliteClr,1,1 )
}

function _TBSetD()
{  =20
	this.ChgState( gFaceClr,gFaceClr,0,0 )
	this.mIsOn =3D 0
}

function _TBSetE()
{
	var t=3Dthis
	if( !t.GetState() )
		t.ChgState( gFaceClr,gFaceClr,0,0 )
	else
		t.ChgState( gShadowClr,gHiliteClr,1,1 )
	t.mIsOn =3D 1
}

function _TBP()
{
	var t=3Dthis
	if( t.mIsOn ) {=20
		if( t.UserAction !=3D null )
			t.UserAction()
        if( !t.GetState )
            return
		if( t.GetState() )
			t.SetPressed()
		else
			t.SetActive()
	} =20
}

function _TBUI( clr1,clr2,lOffset,tOffset )
{
	SetBorder( GetObj( this.mObjId ),clr1,clr2 )
	Offset( GetObj( this.m_elementsId ),lOffset,tOffset )
}

function Offset( obj, top, left ){ obj.style.top=3Dtop; obj.style.left=3Dle=
ft }

function SetBorder( obj, upperLeft, lowerRight )
{
	s=3Dobj.style;
	s.borderStyle      =3D "solid"
	s.borderWidth      =3D 1=20
	s.borderLeftColor  =3D s.borderTopColor =3D upperLeft
	s.borderBottomColor=3D s.borderRightColor =3D lowerRight
}

function GetBtnObj(){ return gBtnArr[window.event.srcElement.id] }

function BtnOnOver(){ b=3DGetBtnObj(); if( b !=3D null ) b.SetActive() }

function BtnOnDown(){ b=3DGetBtnObj(); if( b !=3D null ) b.SetPressed() }

function BtnOnOut(){ b=3DGetBtnObj(); if( b !=3D null ) b.SetInactive() }

function BtnOnUp()
{
	b=3DGetBtnObj()
	if( b !=3D null )
		b.Perform()
	else
		Upd()
}
function GetNtsState(){ return parent.gNtsOpen }

function GetOtlState(){ return parent.gOtlOpen }

function GetOtlTxtState(){ return parent.gOtlTxtExp }

function NtsBtnSetFlag( fVal )
{
	s=3Ddocument.all.item( this.m_flagId ).style
	s.display=3D"none"
	if( fVal )
		s.display=3D""
	else
		s.display=3D"none"
}

function _BSetA_Border(){ b =3D gBtnArr[this.mObjId]; if( b !=3D null ) b.S=
etActive() }

function _BSetI_Border(){ b =3D gBtnArr[this.mObjId]; if( b !=3D null ) b.S=
etInactive() }

function _BSetP_Border(){ b =3D gBtnArr[this.mObjId]; if( b !=3D null ) b.S=
etPressed() }

function _BSetA_BorderImg()
{=20
	b =3D gBtnArr[this.mBorderId]=20
	if( b !=3D null && this.mIsOn && !b.GetState() ) {
		obj=3Dthis.ChgState( gHiliteClr,gShadowClr,2 )
		obj.style.posTop=3D0
	}
}

function _BSetI_BorderImg()
{=20
	b =3D gBtnArr[this.mBorderId]
	if( b !=3D null && this.mIsOn && !b.GetState() ) {
		obj=3Dthis.ChgState( gFaceClr,gFaceClr,1 )
		obj.style.posTop=3D0
	}
}


var gHiliteClr=3D"THREEDHIGHLIGHT",gShadowClr=3D"THREEDSHADOW",gFaceClr=3D"=
THREEDFACE"
var gBtnArr =3D new Array()
gBtnArr["nb_otl"] =3D new TxtBtn( "nb_otl","nb_otlElem",parent.ToggleOtlPan=
e,GetOtlState )
gBtnArr["nb_otlElem"] =3D new TxtBtn( "nb_otl","nb_otlElem",parent.ToggleOt=
lPane,GetOtlState )
gBtnArr["nb_nts"] =3D new ImgBtn( "nb_nts","nb_ntsBorder",10,parent.ToggleN=
tsPane )
gBtnArr["nb_nts"].SetActive =3D _BSetA_BorderImg;
gBtnArr["nb_nts"].SetInactive =3D _BSetI_BorderImg;
gBtnArr["nb_ntsBorder"] =3D new TxtBtn( "nb_ntsBorder","nb_ntsElem",parent.=
ToggleNtsPane,GetNtsState )
gBtnArr["nb_ntsElem"] =3D new TxtBtn( "nb_ntsBorder","nb_ntsElem",parent.To=
ggleNtsPane,GetNtsState )
gBtnArr["nb_prevBorder"] =3D gBtnArr["nb_prev"]=3D new ImgBtn( "nb_prev","n=
b_prevBorder",30,parent.GoToPrevSld )
gBtnArr["nb_nextBorder"] =3D gBtnArr["nb_next"]=3D new ImgBtn( "nb_next","n=
b_nextBorder",30,parent.GoToNextSld )
gBtnArr["nb_sldshw"]=3D new ImgBtn( "nb_sldshw","nb_sldshwBorder",18,parent=
.FullScreen )
gBtnArr["nb_sldshwBorder"] =3D new TxtBtn( "nb_sldshw","nb_sldshwBorder",pa=
rent.FullScreen,null )
gBtnArr["nb_sldshwBorder"].SetActive =3D _BSetA_Border;
gBtnArr["nb_sldshwBorder"].SetInactive =3D _BSetI_Border;
gBtnArr["nb_sldshwText"] =3D new TxtBtn( "nb_sldshw","nb_sldshwText",parent=
.FullScreen,null )
gBtnArr["nb_sldshwText"].SetActive =3D _BSetA_Border;
gBtnArr["nb_sldshwText"].SetInactive =3D _BSetI_Border;
gBtnArr["nb_voice"] =3D gBtnArr["nb_voiceBorder"] =3D new ImgBtn( "nb_voice=
","nb_voiceBorder",18,parent.ToggleVNarration )
gBtnArr["nb_otlTxtBorder"] =3D gBtnArr["nb_otlTxt"]=3D new ImgBtn( "nb_otlT=
xt","nb_otlTxtBorder",23,parent.ToggleOtlText )
gBtnArr["nb_ntsBorder"].m_flagId=3D "nb_nts"
gBtnArr["nb_ntsBorder"].SetFlag =3D NtsBtnSetFlag
gBtnArr["nb_otlTxt"].ChangeIcon=3D GetOtlTxtState

/*********************************************
 Context menu implementation

 _CM() is the function that's hooked up to
 the oncontextmenu event. Once we're asked to
 show the menu, we first build it by creating
 DIVs on-the-fly. Then we position it=20
 within the screen area so it doesn't get
 clipped.

 Creating the DIVs using createElement() means
 we don't have to write out any extra HTML
 into the slide HTML files.
**********************************************/
var sNext=3D"Next",sPrev=3D"Previous",sEnd=3D"End Show",sFont=3D"Arial",sAr=
row=3D"Arrow",sFreeform=3D"Freeform",sRect=3D"Rectangle",sOval=3D"Oval"

function ShowMenu()
{
	BuildMenu();
	var doc=3DPPTSld.document.body,x=3DPPTSld.event.clientX+doc.scrollLeft,y=
=3DPPTSld.event.clientY+doc.scrollTop
	m =3D PPTSld.document.all.item("ctxtmenu")
	m.style.pixelLeft=3Dx
	if( (x+m.scrollWidth > doc.clientWidth)&&(x-m.scrollWidth > 0) )
		m.style.pixelLeft=3Dx-m.scrollWidth

	m.style.pixelTop=3Dy
	if( (y+m.scrollHeight > doc.clientHeight)&&(y-m.scrollHeight > 0) )
		m.style.pixelTop=3Dy-m.scrollHeight

	m.style.display=3D""
}

function _CM()
{
	if( !parent.IsFullScrMode() ) return;
	if(!PPTSld.event.ctrlKey) {
		ShowMenu()
		return false
	} else
		HideMenu()
}

function BuildMenu()
{
	if( PPTSld.document.all.item("ctxtmenu") ) return

	var mObj=3DCreateItem( PPTSld.document.body )
	mObj.id=3D"ctxtmenu"
	mObj.style.visibility=3D"hidden"
	var s=3DmObj.style
	s.position=3D"absolute"
	s.cursor=3D"default"
	s.width=3D"120px"
	SetCMBorder(mObj,"menu","black")

	var iObj=3DCreateItem( mObj )
	SetCMBorder( iObj, "threedhighlight","threedshadow" )
	iObj.style.padding=3D2
	CreateMenuItem( iObj,sNext,M_GoNextSld,M_True )
	CreateMenuItem( iObj,sPrev,M_GoPrevSld,M_HasPrevSld )
=09
	CreateSeparator( iObj )
	CreateMenuItem( iObj,sEnd,M_End,M_True )
	mObj.style.visibility=3D"visible"
}

function Cancel() { window.event.cancelBubble=3Dtrue; window.event.returnVa=
lue=3Dfalse }

function Highlight() { ChangeClr("activecaption","threedhighlight") }

function Deselect() { ChangeClr("threedface","menutext") }

function Perform()
{
	e=3DPPTSld.event.srcElement
	if( e.type=3D=3D"menuitem" && e.IsActive() )
		e.Action()
	else
		PPTSld.event.cancelBubble=3Dtrue
}
function ChangeClr( bg,clr )
{
	e=3DPPTSld.event.srcElement
	if( e.type=3D=3D"menuitem" && e.IsActive() ) {
		e.style.backgroundColor=3Dbg
		e.style.color=3Dclr
	}
}

function M_HasPrevSld() { return( parent.HasPrevSld() ) }

function M_GoNextSld() { if( gIsEndShow ) M_End(); else GoToNextSld() }

function M_GoPrevSld() { if( gIsEndShow ) { gIsEndShow=3D0; history.back();=
 PPTSld.event.cancelBubble=3Dtrue; } else GoToPrevSld() }

function M_True() { return true }

function M_End() { window.close( self ) }

function CreateMenuItem( node,text,action,eval )
{
	var e=3DCreateItem( node )
	e.type=3D"menuitem"
	e.Action=3Daction
	e.IsActive=3Deval
	e.innerHTML=3Dtext

	if( !e.IsActive() )
		e.style.color=3D"threedshadow"

	e.onclick=3DPerform
	e.onmouseover=3DHighlight
	e.onmouseout=3DDeselect
	s=3De.style;
	s.fontFamily=3DsFont
	s.fontSize=3D"9pt"
	s.paddingLeft=3D2
}

function CreateSeparator( node )
{
	var sObj=3DCreateItem( node )
	SetCMBorder(sObj,"menu","menu")
	var s=3DsObj.style
	s.borderTopColor=3D"threedshadow"
	s.borderBottomColor=3D"threedhighlight"
	s.height=3D1
	s.fontSize=3D"0px"
}

function CreateItem( node )
{
	var elem=3DPPTSld.document.createElement("DIV")
	node.insertBefore( elem )
	return elem
}

function SetCMBorder( o,ltClr,rbClr )
{
	var s=3Do.style
	s.backgroundColor=3D"menu"
	s.borderStyle=3D"solid"
	s.borderWidth=3D1
	s.borderColor=3DltClr+" "+rbClr+" "+rbClr+" "+ltClr
}
------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/fullscreen.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html>

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\fullscreen.htm"
id=3D"webarch_temp_base_tag">
<![endif]><script src=3Dscript.js></script>
<script><!--
var SCREEN_MODE   =3D "FullScreen";

function Load() {
	str=3Dunescape(document.location.hash),idx=3Dstr.indexOf('#')
	if(idx>=3D0) str=3Dstr.substr(1);
	if(!str) str =3D "slide0001.htm";
=09
	PPTSld.location.replace(MHTMLPrefix+escape(str));=09
}

function Unload() {
	if ( document.body.PPTSldFrameset !=3D null )
		document.body.PPTSldFrameset.frames[1].document.body.resume();
}

//-->
</script>
</head>

<frameset rows=3D"*" frameborder=3D0 onload=3D"Load()" onunload=3D"Unload()=
">
 <frame name=3DPPTSld>
</frameset>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/buttons.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/frame.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html>

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<title>PowerPoint Presentation</title>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\frame.htm"
id=3D"webarch_temp_base_tag">
<![endif]><![if !ppt]><script src=3Dscript.js></script><script>
<!--
var gNavLoaded =3D gOtlNavLoaded =3D gOtlLoaded =3D false;
function Load()
{
	str=3Dunescape(document.location.hash),idx=3Dstr.indexOf('#')
	if(idx>=3D0) str=3Dstr.substr(1);
	if(str) PPTSld.location.replace(escape(str));
}
//-->
</script><!--[if gte IE 5]>
<object id=3DMSOANIM classid=3D"CLSID:A4639D2F-774E-11D3-A490-00C04F6843FB"
 codebase=3D"http://download.microsoft.com/download/PowerPoint2002/Install/=
10.0.2609/WIN98MeXP/EN-US/msorun.cab#version=3D11,0,0,1"></object>
<![endif]-->
<![endif]>
</head>


<frameset rows=3D"*,25" border=3D0>
 <frameset cols=3D"25%,*" onload=3D"Load()" id=3DPPTHorizAdjust framespacin=
g=3D1 frameborder=3D1>
  <frame src=3Doutline.htm title=3D"Outline" name=3DPPTOtl>
  <frame src=3Dslide0001.htm title=3D"Slide" name=3DPPTSld>
 </frameset>
 <frameset cols=3D"25%,*" framespacing=3D1>
  <frame src=3Doutline.htm title=3D"Outline
Navigation Bar" name=3DPPTOtlNav scrolling=3Dno noresize>
  <frame src=3Doutline.htm title=3D"Slide
Navigation Bar" name=3DPPTNav scrolling=3Dno noresize>
 </frameset>
</frameset>
</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/outline.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html>

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 11">
<link id=3DMain-File rel=3DMain-File href=3D"../RE11Ch5Mathematics.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<![if IE]>
<base href=3D"file:///C:\204BB0D3\RE11Ch5Mathematics_files\outline.htm"
id=3D"webarch_temp_base_tag">
<![endif]>
<meta name=3DRobots content=3DNoIndex>
<script src=3Dscript.js></script><script><!--

if( !(IsWin("PPTOtl")||IsWin("PPTNav")||IsWin("PPTOtlNav")) )
{
	obj =3D GetObj("Main-File")
	parent.location.href=3Dobj.href
}

var gOtlHiliteClr=3D"#ffffff",gOtlNormalClr=3D"#000000",gOtlActiveClr=3D"#f=
fff00",gSelected=3D"",gTxtState=3Dfalse,gChildEntryTable=3Dnew Array()

function Load()
{
	if( IsWin("PPTOtl" ) ){ LoadOtl(); parent.gOtlLoaded=3Dtrue; return }
	if( g_supportsPPTHTML ) {
		if( IsWin("PPTNav" ) ){ LoadNav("NavObj",UpdNav); parent.gNavLoaded=3Dtru=
e; return }
		if( IsWin("PPTOtlNav" ) ){ LoadNav("OtlNavObj",UpdOtlNav); parent.gOtlNav=
Loaded=3Dtrue; return }
	}
}
function Upd(){ if( IsWin("PPTNav") ) LoadNav("NavObj",UpdNav) }
function LoadNav( oId,UpdFunc )
{
	document.ondragstart=3DCancelDrag
	document.onselectstart=3DCancelDrag
	document.body.style.margin=3D2
	UpdFunc()
	obj=3Ddocument.all.item(oId)
	obj.style.display=3D"block"
	obj.style.visibility=3D"visible"
	document.bgColor=3D"threedface"

	if( parent.frames["PPTNts"] )
		notesBtn.style.display =3D ""
	if( parent.gHasNarration )
		nb_voiceBorder.style.display =3D ""
}
function LoadOtl()
{
	var otl=3DGetObj("OtlObj")
	otl.style.display=3D"block"
	otl.style.visibility=3D"visible"
	if( gOtlActiveClr =3D=3D "" ) gOtlActiveClr=3Ddocument.linkColor
	if( gOtlHiliteClr =3D=3D "" ) gOtlHiliteClr=3Ddocument.fgColor
	if( gOtlNormalClr =3D=3D "" )
		gOtlNormalClr=3Ddocument.bgColor
	else
		document.bgColor=3DgOtlNormalClr =20

	InitArray()

	if( ObjExists( parent.gCurSld ) ) {
		ChangeState( parent.gCurSld,gOtlNormalClr,gOtlHiliteClr )
		gSelected=3Dparent.gCurSld
	}
	else gSelected =3D -1

	UpdOtl()
}
function UpdOtl(){ UpdIdx(parent.gCurSld) }
function UpdIdx( idx )
{
	if( gSelected !=3D idx ) {
		if( gSelected > 0 )
			ChangeState( gSelected,gOtlHiliteClr,gOtlNormalClr )

		if( ObjExists( idx ) ) {
			gSelected =3D idx
			ChangeState( gSelected,gOtlNormalClr,gOtlHiliteClr )
		}
		else gSelected =3D -1
	}

	if( gTxtState !=3D parent.gOtlTxtExp ) {
		state =3D "block"
		if( !parent.gOtlTxtExp )
			state=3D"none"

		for(ii=3D0; ii<gChildEntryTable.length; ii++) {
			obj=3DgChildEntryTable[ii];
			if( obj.id =3D=3D null ) continue;

			if( obj.id.indexOf("PPTC") >=3D 0 )
				obj.style.display=3Dstate;
		}=20
		gTxtState=3Dparent.gOtlTxtExp
		if( ObjExists( gSelected ) )
			ChangeState( gSelected,gOtlNormalClr,gOtlHiliteClr )
	}
}
function InitArray()
{
	count=3D0
	var list=3DGetTags(document,"DIV");
	for(ii=3D0; ii<list.length; ii++) {
		obj=3Dlist.item(ii)
		if( obj.id =3D=3D null ) continue

		if( obj.id.indexOf("PPTC") >=3D 0 ) =20
			gChildEntryTable[count++]=3Dobj
	}
}
function ChangeState( idx,fgColor,bgColor )
{
	obj=3DGetObj("PPTL"+idx)
	obj.style.color=3DfgColor

	obj=3DGetObj("PPTP"+idx)
	obj.style.backgroundColor=3DbgColor
}
function ChgClr( o,clr ){ if( o.id !=3D "PPTL"+gSelected ) o.style.color=3D=
clr }
function Over( src ){ ChgClr(GetLink(src),gOtlActiveClr) }
function Out( src ){ ChgClr(GetLink(src),gOtlHiliteClr) }
function Follow(src){ window.location.href =3D GetLink(src).href; }
function ObjExists( ii ) { obj=3DGetObj("PPTP"+ii ); return( obj ) }
function GoToSld( href ){ UpdIdx(parent.GetSldNum(href)); parent.GoToSld( h=
ref ) }
function CancelDrag(){ window.event.cancelBubble=3Dtrue;window.event.return=
Value=3Dfalse}
function GetLink(src)
{
   if(src.tagName=3D=3D"A") return src
   else return GetTags(src,"A").item(0)
}

function UpdNav()
{
	txt =3D "<center>";
	if( parent.GetHrefObj( parent.gCurSld ).mOrigVis =3D=3D 1 )
		txt +=3D "Slide " + parent.GetCurSldNum() + " of " + parent.GetNumSlds()
	else
		txt +=3D "Hidden Slide"
	txt +=3D "</center>";
	nav_text.innerHTML =3D txt;

	if( !parent.HasPrevSld() )
		gBtnArr["nb_prev"].Enabled(0)
	else
		gBtnArr["nb_prev"].Enabled(1)

	if( !parent.HasNextSld() )
		gBtnArr["nb_next"].Enabled(0)
	else
		gBtnArr["nb_next"].Enabled(1)
	gBtnArr["nb_nts"].Enabled(1)
	gBtnArr["nb_ntsBorder"].SetFlag( parent.gHasNts )

	gBtnArr["nb_sldshw"].Enabled(1)
	gBtnArr["nb_voice"].Enabled(1)
}

function ExecBtn()
{
	if (event.keyCode =3D=3D 13)
	{
		BtnOnDown();
		BtnOnUp();
	}
}
function UpdOtlNav()
{
	gBtnArr["nb_otl"].SetEnabled();

	if( parent.gOtlOpen )
		gBtnArr["nb_otlTxt"].Enabled( true );
	else
		document.all.item("nb_otlTxtBorder").style.visibility =3D "hidden";
}




//--></script>
<style>
<!--.PTxt
	{position:relative;
	width:100%;
	margin-top:5px;
	padding-left:2px;
	font-weight:bold;}
.CTxt
	{position:relative;
	width:100%;
	margin-top:5px;}
a
	{color:white;
	text-decoration:none;}
ul
	{color:white;
	margin-bottom:0px;
	margin-left:20px;}
.sldNum
	{margin-top:5px;
	color:white;}
.button
	{position:absolute;
	width:32px;
	height:20px;
	border-style:solid;
	border-width:1px;
	border-color:threedface;}
-->
</style>
</head>

<body onload=3D"Load()" style=3D'margin:2px'>

<div id=3DNavObj onload=3D"Load()" onmouseover=3D"BtnOnOver()"
onmousedown=3D"BtnOnDown()" onmouseout=3D"BtnOnOut()" onmouseup=3D"BtnOnUp(=
)"
onkeypress=3D"ExecBtn()" style=3D'display:none;visibility:hidden'>
<table id=3D"notesBtn" style=3D'display:none;position:relative;width:55px' =
align=3Dleft cellpadding=3D0
 cellspacing=3D0>
 <td nowrap>
 <div id=3D"nb_ntsElem" title=3D"Show/Hide
Notes" align=3Dcenter style=3D'position:relative;margin-left:5px;margin-rig=
ht:5px;padding:3px;
 font-family:Arial;color:buttontext;font-size:9pt; cursor:default'>
 <img src=3D"notes_flag.gif" id=3D"nb_nts" style=3D'display:none'> &nbsp;No=
tes</div>
 <div id=3D"nb_ntsBorder" title =3D"Show/Hide
Notes" onfocus=3D"BtnOnOver()" onblur=3D"BtnOnOut()" TABINDEX=3D1 style=3D'=
position:absolute;top:0%;left:0%;width:100%;height:20px'>

 </div>
 </td>
</table>


<table style=3D'position:relative;width:70px' align=3Dright cellpadding=3D0=
 cellspacing=3D0>
 <td nowrap>
 <div id=3D"nb_sldshwText" title=3D"Full Screen Slide Show" align=3Dcenter =
style=3D'position:relative;margin-left:20px;padding:3px;
 font-family:Arial;color:buttontext;font-size:9pt;cursor:default'>Slide
Show</div>
 <div id=3D"nb_sldshwBorder" title=3D"Full Screen Slide Show" onfocus=3D"Bt=
nOnOver()" onblur=3D"BtnOnOut()" TABINDEX=3D5 style=3D'position:absolute;to=
p:0%;left:0%;width:100%;height:20px'>
 <div style=3D'position:absolute;clip:rect(0px, 18px, 18px, 0px)'><img
 src=3D"buttons.gif" id=3D"nb_sldshw" style=3D'position:relative;left:-254p=
x'></div>
 </div>
 </td>
 <td>
 <div id=3D"nb_voiceBorder" style=3D'display:none;position:absolute;top:0;l=
eft:-40px;
 width:20px;height:20px' onfocus=3D"BtnOnOver()" onblur=3D"BtnOnOut()" TABI=
NDEX=3D4 class=3Dbutton>
 <div style=3D'position:absolute;clip:rect(0px, 18px, 18px, 0px)'><img
 src=3D"buttons.gif" id=3D"nb_voice" title=3D"Pause/Play Narration" style=
=3D'position:
 relative;left:-290px'></div>
 </div>
 </td>
</table>

<table style=3D'position:relative' align=3Dcenter cellpadding=3D0 cellspaci=
ng=3D0>
 <td nowrap>
 <div id=3D"nb_prevBorder" onfocus=3D"BtnOnOver()" onblur=3D"BtnOnOut()" TA=
BINDEX=3D2 class=3Dbutton style=3D'left:-30px'>
 <div style=3D'position:absolute;clip:rect(0px, 30px, 18px, 0px)'><img
 src=3D"buttons.gif" id=3D"nb_prev" title=3D"Previous Slide" style=3D'posit=
ion:relative;
 left:0px'></div>
 </div>
 <span id=3D"nav_text" style=3D'position:relative;top:3px;width:100px;font-=
family:
 Arial;color:buttontext;font-size:9pt'></span>
 <div id=3D"nb_nextBorder" onfocus=3D"BtnOnOver()" onblur=3D"BtnOnOut()" TA=
BINDEX=3D3 class=3Dbutton>
 <div style=3D'position:absolute;clip:rect(0px, 30px, 18px, 0px)'><img
 src=3D"buttons.gif" id=3D"nb_next" title=3D"Next Slide" style=3D'position:=
relative;
 left:-90px'></div>
 </div>
 </td>
</table>
</div>

<div id=3DOtlNavObj onload=3D"Load()" onmouseover=3D"BtnOnOver()"
onmousedown=3D"BtnOnDown()" onmouseout=3D"BtnOnOut()" onmouseup=3D"BtnOnUp(=
)"
onkeypress=3D"ExecBtn()" style=3D'display:none;visibility:hidden'>

<table style=3D'position:relative;width:70px' align=3Dleft cellpadding=3D0 =
cellspacing=3D0>
 <td nowrap><div title=3D"Show/Hide
Outline" id=3D"nb_otl" onfocus=3D"BtnOnOver()" onblur=3D"BtnOnOut()" TABIND=
EX=3D11
 style=3D'position:absolute;top:0%;left:0%;width:100%;height:100%;cursor:de=
fault'>
 <div id=3D"nb_otlElem" align=3Dcenter style=3D'position:relative;padding:3=
px;font-family:Arial;
 color:buttontext;font-size:9pt'>Outline</div></div>
 </td>
</table>

<table style=3D'position:relative' align=3Dcenter cellpadding=3D0 cellspaci=
ng=3D0>
 <td>
 <div style=3D'position:absolute;left:-18px;width:24px;height:20px;border-s=
tyle:
 solid;border-width:1px;border-color:threedface' onfocus=3D"BtnOnOver()" on=
blur=3D"BtnOnOut()" TABINDEX=3D12 id=3D"nb_otlTxtBorder">
 <div style=3D'position:absolute;clip:rect(0px, 22px, 18px, 0px)'><img
 src=3Dbuttons.gif id=3D"nb_otlTxt" title=3D"Expand/Collapse Outline"
 style=3D'position:relative;left:-157px'></div>
 </div>
 </td>
</table>

</div>

<div id=3DOtlObj style=3D'display:none;visibility:hidden;'>


<table width=3D"100%" style=3D'font-family:Arial;font-size:9pt'>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>1</font></div>
  </td>
  <td width=3D"100%">
  <div id=3DPPTP1 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0001.htm');" id=3DPPTL1><span
  style=3D'mso-spacerun:yes'>&nbsp;</span></a></font></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>2</font></div>
  </td>
  <td>
  <div id=3DPPTP2 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0024.htm');" id=3DPPTL2>Chapter 5</a></f=
ont></div>
  <div id=3DPPTC2 class=3DCTxt style=3D'display:none'><font size=3D2>
  <ul>
   <li>To solve problems related to investment, discounting notes, appraisa=
l,
       commissions, interest and loans, buyer costs and seller expenses, sq=
uare
       footage and area, prorations and taxes.</li>
  </ul>
  </font></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>3</font></div>
  </td>
  <td>
  <div id=3DPPTP3 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0002.htm');" id=3DPPTL3>SOLVING MATH PRO=
BLEMS</a></font></div>
  <div id=3DPPTC3 class=3DCTxt style=3D'display:none'><font size=3D2>
  <ul>
   <li>Read The Question</li>
   <br>
   <br>
   <li>Write Down the Formula</li>
   <br>
   <br>
   <li>Substitute</li>
   <br>
   <br>
   <li>Calculate</li>
  </ul>
  </font></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>4</font></div>
  </td>
  <td>
  <div id=3DPPTP4 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0003.htm');" id=3DPPTL4>CONVERTING FRACT=
IONS
  INTO DECIMALS</a></font></div>
  <div id=3DPPTC4 class=3DCTxt style=3D'display:none'><font size=3D2>
  <ul>
   <li>Divide the Bottom number (Denominator) into the Top number (Numerato=
r)</li>
   <br>
   <br>
   <br>
   <br>
  </ul>
  </font></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>5</font></div>
  </td>
  <td>
  <div id=3DPPTP5 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0004.htm');" id=3DPPTL5>SQUARES, RECTANG=
LES AND
  PARALLELOGRAMS</a></font></div>
  <div id=3DPPTC5 class=3DCTxt style=3D'display:none'><font size=3D2>
  <ul>
   <li>Area =3D One side x the other One Side</li>
   <li>Area =3D Base x Height</li>
  </ul>
  </font></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>6</font></div>
  </td>
  <td>
  <div id=3DPPTP6 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0005.htm');" id=3DPPTL6>TRIANGLES</a></f=
ont></div>
  <div id=3DPPTC6 class=3DCTxt style=3D'display:none'><font size=3D2>
  <ul>
   <li>Area =3D &frac12; One side x the other One side</li>
   <li>Area =3D One side x &frac12; the other One side</li>
  </ul>
  </font></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>7</font></div>
  </td>
  <td>
  <div id=3DPPTP7 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0022.htm');" id=3DPPTL7>Sample Question:=
<span
  style=3D'mso-spacerun:yes'>&nbsp; </span>ODD SHAPES<br>
    What is the total square feet of this lot?</a></font></div>
  <div id=3DPPTC7 class=3DCTxt style=3D'display:none'><font size=3D2>
  <ul>
   <li>(Hint: Divide the shape into triangles, squares, and rectangles, and
       calculate their areas</li>
   <br>
   <br>
   <br>
   <br>
   <br>
   <br>
   <br>
   <br>
  </ul>
  </font></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>8</font></div>
  </td>
  <td>
  <div id=3DPPTP8 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0020.htm');" id=3DPPTL8>Add their areas =
together
  to get the area of the odd shaped whole.</a></font></div>
  <div id=3DPPTC8 class=3DCTxt style=3D'display:none'><font size=3D2>
  <ul>
   <li>Smallest box =3D 50 x 70 =3D</li>
   <li>Larger box =3D 60 x 110 =3D</li>
   <li>Triangle area =3D 110 / 2<span style=3D'mso-spacerun:yes'>&nbsp; </s=
pan>X 65
       =3D</li>
  </ul>
  </font></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>9</font></div>
  </td>
  <td>
  <div id=3DPPTP9 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0007.htm');" id=3DPPTL9><span
  style=3D'mso-spacerun:yes'>&nbsp;</span></a></font></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>10</font></div>
  </td>
  <td>
  <div id=3DPPTP10 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0025.htm');" id=3DPPTL10>I =3D</a></font=
></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>11</font></div>
  </td>
  <td>
  <div id=3DPPTP11 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0026.htm');" id=3DPPTL11><span
  style=3D'mso-spacerun:yes'>&nbsp;</span>R x V</a></font></div>
  <div id=3DPPTC11 class=3DCTxt style=3D'display:none'><font size=3D2>
  <ul>
   <li>I (Made) =3D R (%) x V (Paid)</li>
   <li>I (Made) &divide; V (Paid) =3D R (%)</li>
   <li>I (Made) &divide; R (%) =3D V (Paid)</li>
  </ul>
  </font></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>12</font></div>
  </td>
  <td>
  <div id=3DPPTP12 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0015.htm');" id=3DPPTL12>Sample Q:</a></=
font></div>
  <div id=3DPPTC12 class=3DCTxt style=3D'display:none'><font size=3D2>
  <ul>
   <li>PERCENTAGE</li>
   <li>(Commission)</li>
   <li>I =3D % x V</li>
   <li>If $9,900 was a 6% commission, what was the sales price of the house=
?</li>
   <li>$9,900 =3D 6% x V</li>
   <li>$9,900 &divide; .06 =3D $165,000</li>
  </ul>
  </font></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>13</font></div>
  </td>
  <td>
  <div id=3DPPTP13 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0016.htm');" id=3DPPTL13>Sample: TAXES</=
a></font></div>
  <div id=3DPPTC13 class=3DCTxt style=3D'display:none'><font size=3D2>
  <ul>
   <li>I =3D R x V</li>
   <li>How much will be owed on a home valued at $174,000 if the annual
       property tax rate is 1.05%?</li>
   <li>I =3D .0105 x $174,000</li>
   <li>I =3D $1,827</li>
  </ul>
  </font></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>14</font></div>
  </td>
  <td>
  <div id=3DPPTP14 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0017.htm');" id=3DPPTL14>Sample: INTERES=
T</a></font></div>
  <div id=3DPPTC14 class=3DCTxt style=3D'display:none'><font size=3D2>
  <ul>
   <li>I =3D R x V</li>
   <li>How much interest will be paid on $50,000 loaned for two years at 12=
%?</li>
   <li>I =3D $50,000 x .12</li>
   <li>$6,000 x 2 years =3D</li>
   <li>I =3D $12,000</li>
  </ul>
  </font></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>15</font></div>
  </td>
  <td>
  <div id=3DPPTP15 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0018.htm');" id=3DPPTL15>Sample: CAPITAL=
IZATION</a></font></div>
  <div id=3DPPTC15 class=3DCTxt style=3D'display:none'><font size=3D2>
  <ul>
   <li>I =3D R x V</li>
   <li>A property worth $425,000 generates a net income of $46,750.</li>
   <li>What is the capitalization rate?</li>
   <li>$46,750 =3D R x $425,000</li>
   <li>$46,750 &divide; $425,000 =3D .11</li>
   <li>11% =3D Capitalization Rate</li>
  </ul>
  </font></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>16</font></div>
  </td>
  <td>
  <div id=3DPPTP16 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0019.htm');" id=3DPPTL16>Sample: PROFIT =
AND LOSS</a></font></div>
  <div id=3DPPTC16 class=3DCTxt style=3D'display:none'><font size=3D2>
  <ul>
   <li>% x VB =3D VA</li>
   <li>A house originally purchased for $125,000 was sold at a 17% profit.<=
/li>
   <li>What was the sales price?</li>
   <li>VA =3D (100% + 17%) of VB</li>
   <li>117% x $125,000 =3D VA</li>
   <li>1.17 x $125,000 =3D $146,250</li>
  </ul>
  </font></div>
  </td>
 </tr>
 <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
  style=3D'cursor:hand'>
  <td align=3Dright valign=3Dtop>
  <div class=3DsldNum><font size=3D2>17</font></div>
  </td>
  <td>
  <div id=3DPPTP17 class=3DPTxt><font size=3D2><a
  href=3D"javascript:GoToSld('slide0023.htm');" id=3DPPTL17><span
  style=3D'mso-spacerun:yes'>&nbsp;</span></a></font></div>
  </td>
 </tr>
</table>



</div>

<div style=3D'display:none'><a href=3D"../RE11Ch5Mathematics.htm"></a><a
href=3Dmaster06.htm></a><a href=3Dmaster06.xml></a><a href=3Dpreview.wmf></=
a><a
href=3D"master06_image001.png"></a><a href=3Dmaster07.htm></a><a href=3Dmas=
ter07.xml></a><a
href=3Dpres.xml></a><a href=3Dslide0001.htm></a><a href=3D"master06_backgro=
und.gif"></a><a
href=3D"master06_image002.gif"></a><a href=3D"master06_image003.jpg"></a><a
href=3D"slide0001_image004.gif"></a><a href=3D"slide0001_image005.wmz"></a>=
<a
href=3D"slide0001_image006.gif"></a><a href=3D"slide0001_image007.gif"></a>=
<a
href=3D"slide0001_image008.gif"></a><a href=3Dslide0024.htm></a><a
href=3D"slide0024_image009.wmz"></a><a href=3D"slide0024_image010.gif"></a>=
<a
href=3Dslide0002.htm></a><a href=3Dslide0003.htm></a><a
href=3D"slide0003_image011.gif"></a><a href=3D"slide0003_image012.gif"></a>=
<a
href=3D"slide0003_image013.gif"></a><a href=3D"slide0003_image014.gif"></a>=
<a
href=3D"slide0003_image015.gif"></a><a href=3D"slide0003_image016.gif"></a>=
<a
href=3Dslide0004.htm></a><a href=3D"slide0004_image017.gif"></a><a
href=3D"slide0004_image018.gif"></a><a href=3D"slide0004_image019.gif"></a>=
<a
href=3Dslide0005.htm></a><a href=3D"slide0005_image020.gif"></a><a
href=3D"slide0005_image021.gif"></a><a href=3Dslide0022.htm></a><a
href=3D"slide0022_image022.gif"></a><a href=3D"slide0022_image023.gif"></a>=
<a
href=3D"slide0022_image024.gif"></a><a href=3D"slide0022_image025.gif"></a>=
<a
href=3D"slide0022_image026.gif"></a><a href=3D"slide0022_image027.gif"></a>=
<a
href=3D"slide0022_image028.gif"></a><a href=3D"slide0022_image029.gif"></a>=
<a
href=3D"slide0022_image030.gif"></a><a href=3D"slide0022_image031.gif"></a>=
<a
href=3D"slide0022_image032.gif"></a><a href=3D"slide0022_image033.gif"></a>=
<a
href=3D"slide0022_image034.gif"></a><a href=3D"slide0022_image035.gif"></a>=
<a
href=3D"slide0022_image036.gif"></a><a href=3D"slide0022_image037.gif"></a>=
<a
href=3D"slide0022_image038.gif"></a><a href=3D"slide0022_image039.gif"></a>=
<a
href=3D"slide0022_image040.gif"></a><a href=3D"slide0022_image041.gif"></a>=
<a
href=3D"slide0022_image042.gif"></a><a href=3D"slide0022_image043.gif"></a>=
<a
href=3Dslide0020.htm></a><a href=3D"slide0020_image044.gif"></a><a
href=3Dslide0007.htm></a><a href=3D"slide0007_image045.jpg"></a><a
href=3Dslide0025.htm></a><a href=3Dslide0026.htm></a><a href=3Dslide0015.ht=
m></a><a
href=3D"slide0015_image046.gif"></a><a href=3Dslide0016.htm></a><a
href=3D"slide0016_image047.wmz"></a><a href=3D"slide0016_image048.gif"></a>=
<a
href=3Dslide0017.htm></a><a href=3D"slide0017_image049.gif"></a><a
href=3Dslide0018.htm></a><a href=3Dslide0019.htm></a><a
href=3D"slide0019_image050.wmz"></a><a href=3D"slide0019_image051.gif"></a>=
<a
href=3Dslide0023.htm></a><a href=3D"slide0023_image052.gif"></a><a
href=3D"slide0023_image053.gif"></a><a href=3D"slide0023_image054.gif"></a>=
<a
href=3Dmaster01.htm></a><a href=3D"master06_stylesheet.css"></a><a href=3Ds=
cript.js></a><a
href=3Dfullscreen.htm></a><a href=3Dbuttons.gif></a><a href=3Dframe.htm></a=
><a
href=3Doutline.htm></a></div>

</body>

</html>

------=_NextPart_01C62C0A.2B4316F0
Content-Location: file:///C:/204BB0D3/RE11Ch5Mathematics_files/filelist.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"

<xml xmlns:o=3D"urn:schemas-microsoft-com:office:office">
 <o:MainFile HRef=3D"../RE11Ch5Mathematics.htm"/>
 <o:File HRef=3D"master06.htm"/>
 <o:File HRef=3D"master06.xml"/>
 <o:File HRef=3D"preview.wmf"/>
 <o:File HRef=3D"master06_image001.png"/>
 <o:File HRef=3D"master07.htm"/>
 <o:File HRef=3D"master07.xml"/>
 <o:File HRef=3D"pres.xml"/>
 <o:File HRef=3D"slide0001.htm"/>
 <o:File HRef=3D"master06_background.gif"/>
 <o:File HRef=3D"master06_image002.gif"/>
 <o:File HRef=3D"master06_image003.jpg"/>
 <o:File HRef=3D"slide0001_image004.gif"/>
 <o:File HRef=3D"slide0001_image005.wmz"/>
 <o:File HRef=3D"slide0001_image006.gif"/>
 <o:File HRef=3D"slide0001_image007.gif"/>
 <o:File HRef=3D"slide0001_image008.gif"/>
 <o:File HRef=3D"slide0024.htm"/>
 <o:File HRef=3D"slide0024_image009.wmz"/>
 <o:File HRef=3D"slide0024_image010.gif"/>
 <o:File HRef=3D"slide0002.htm"/>
 <o:File HRef=3D"slide0003.htm"/>
 <o:File HRef=3D"slide0003_image011.gif"/>
 <o:File HRef=3D"slide0003_image012.gif"/>
 <o:File HRef=3D"slide0003_image013.gif"/>
 <o:File HRef=3D"slide0003_image014.gif"/>
 <o:File HRef=3D"slide0003_image015.gif"/>
 <o:File HRef=3D"slide0003_image016.gif"/>
 <o:File HRef=3D"slide0004.htm"/>
 <o:File HRef=3D"slide0004_image017.gif"/>
 <o:File HRef=3D"slide0004_image018.gif"/>
 <o:File HRef=3D"slide0004_image019.gif"/>
 <o:File HRef=3D"slide0005.htm"/>
 <o:File HRef=3D"slide0005_image020.gif"/>
 <o:File HRef=3D"slide0005_image021.gif"/>
 <o:File HRef=3D"slide0022.htm"/>
 <o:File HRef=3D"slide0022_image022.gif"/>
 <o:File HRef=3D"slide0022_image023.gif"/>
 <o:File HRef=3D"slide0022_image024.gif"/>
 <o:File HRef=3D"slide0022_image025.gif"/>
 <o:File HRef=3D"slide0022_image026.gif"/>
 <o:File HRef=3D"slide0022_image027.gif"/>
 <o:File HRef=3D"slide0022_image028.gif"/>
 <o:File HRef=3D"slide0022_image029.gif"/>
 <o:File HRef=3D"slide0022_image030.gif"/>
 <o:File HRef=3D"slide0022_image031.gif"/>
 <o:File HRef=3D"slide0022_image032.gif"/>
 <o:File HRef=3D"slide0022_image033.gif"/>
 <o:File HRef=3D"slide0022_image034.gif"/>
 <o:File HRef=3D"slide0022_image035.gif"/>
 <o:File HRef=3D"slide0022_image036.gif"/>
 <o:File HRef=3D"slide0022_image037.gif"/>
 <o:File HRef=3D"slide0022_image038.gif"/>
 <o:File HRef=3D"slide0022_image039.gif"/>
 <o:File HRef=3D"slide0022_image040.gif"/>
 <o:File HRef=3D"slide0022_image041.gif"/>
 <o:File HRef=3D"slide0022_image042.gif"/>
 <o:File HRef=3D"slide0022_image043.gif"/>
 <o:File HRef=3D"slide0020.htm"/>
 <o:File HRef=3D"slide0020_image044.gif"/>
 <o:File HRef=3D"slide0007.htm"/>
 <o:File HRef=3D"slide0007_image045.jpg"/>
 <o:File HRef=3D"slide0025.htm"/>
 <o:File HRef=3D"slide0026.htm"/>
 <o:File HRef=3D"slide0015.htm"/>
 <o:File HRef=3D"slide0015_image046.gif"/>
 <o:File HRef=3D"slide0016.htm"/>
 <o:File HRef=3D"slide0016_image047.wmz"/>
 <o:File HRef=3D"slide0016_image048.gif"/>
 <o:File HRef=3D"slide0017.htm"/>
 <o:File HRef=3D"slide0017_image049.gif"/>
 <o:File HRef=3D"slide0018.htm"/>
 <o:File HRef=3D"slide0019.htm"/>
 <o:File HRef=3D"slide0019_image050.wmz"/>
 <o:File HRef=3D"slide0019_image051.gif"/>
 <o:File HRef=3D"slide0023.htm"/>
 <o:File HRef=3D"slide0023_image052.gif"/>
 <o:File HRef=3D"slide0023_image053.gif"/>
 <o:File HRef=3D"slide0023_image054.gif"/>
 <o:File HRef=3D"master01.htm"/>
 <o:File HRef=3D"master06_stylesheet.css"/>
 <o:File HRef=3D"script.js"/>
 <o:File HRef=3D"fullscreen.htm"/>
 <o:File HRef=3D"buttons.gif"/>
 <o:File HRef=3D"frame.htm"/>
 <o:File HRef=3D"outline.htm"/>
 <o:File HRef=3D"filelist.xml"/>
</xml>
------=_NextPart_01C62C0A.2B4316F0--

